alaska sar facility radarsat modified antarctic mapping mission (mamm)

Alaska SAR Facility

RADARSAT Modified Antarctic Mapping Mission (MAMM)

Calibration Report

Version 1.0

February 23, 2002 ASF-02-CAL-125

JML

SIGNATURE PAGE Approved by: __________________________________ Dr. Roger Smith ASF Director Concurrence: Alaska SAR Facility Byrd Polar Research Center _________________________ ____________________________ Nettie LaBelle-Hamer Ken Jezek Science Center Manager Director, Byrd Polar Research Center __________________________ Jeff Lipscomb

ASF Data Quality Lead

TABLE OF CONTENTS

SIGNATURE PAGE.....................................................................................................................................................2

TABLE OF CONTENTS .............................................................................................................................................3

MAMM CALIBRATION REP ORT ........................................................................................................................4

1 INTRODUCTION................................................................................................................................................4

1.1 GENERAL DESCRIPTION OF CALIBRATION...................................................................... 4 1.2 CONVERSION TO SIGMA NAUGHT.......................................................................................... 5

2 CALIBRATION PROCESS ..............................................................................................................................5

2.1 CALIBRATION DATA COLLECTION .......................................................................................... 5 2.1.1 Amazon Rainforest Data.....................................................................................................................5 2.1.2 Delta Junction Calibration Array.....................................................................................................6 2.1.3 Noise Data..............................................................................................................................................6 2.1.4 Calibration Data Set ............................................................................................................................7

2.2 CALIBRATION TOOL SET............................................................................................................... 7 2.2.1 SPROCKET & PTINFO.....................................................................................................................8

3 CALIBRATION RESULTS ..............................................................................................................................8

3.1 POINT TARGET ANALYSIS............................................................................................................ 8 3.1.1 Geolocation Accuracy .........................................................................................................................8 3.1.2 Image Quality Analysis .....................................................................................................................13

3.1.2.1 Resolution........................................................................................................................................... 14 3.1.2.2 PSLR................................................................................................................................................... 15 3.1.2.3 ISLR.................................................................................................................................................... 16

4 DISTRIBUTED TARGET ANALYSIS ........................................................................................................17

4.1 RADIOMETRIC CALIBRATION................................................................................................... 17

5 ISSUES AND RESOLUTIONS ......................................................................................................................23

5.1 GAIN............................................................................................................................................................ 23 5.2 PHASE......................................................................................................................................................... 24 5.3 DETERMINATION OF THE NOISE FLOOR............................................................................ 26 5.4 DOPPLER PROCESSING BANDWIDTH.................................................................................. 29 5.5 CLUTTERLOCK..................................................................................................................................... 30 5.6 ELECTRONIC DELAY....................................................................................................................... 32

6 SUMMARY..........................................................................................................................................................33

APPENDIX A: RELATED DOCUMENTS .........................................................................................................34

APPENDIX B: EXAMPLE PROCESSING PARAMETERS FILE............................................................35

APPENDIX C: EXAMPLE PAP FILE .................................................................................................................53

MAMM Calibration Report

1 Introduction This report provides details of the calibration of the FOCUS Processor for the RADARSAT Modified Antarctic Mapping Mission (MAMM). It is intended to be a reference and support document for the MAMM project, as well as for future calibration activities, regardless of their relationship to MAMM. As the FOCUS processor, provided by VEXCEL Corporation, was new to ASF, considerable time was spent learning and improvingthe processor as we went through the calibration process. While the radiometric calibration process produces a changed (calibrated) antenna pattern of gain values to be applied to the signal data, “calibration” is somewhat a misnomer for geolocation and image quality. In these areas, the calibration effort itself does not produce changes, as we actually just analyze results to see that they are within specification. The geolocation and image quality analysis did, however, identify several systemic issues that resulted in changes to the processor or to the process to implement corrections. After each iteration of changes, image quality and geolocation analysis were repeated to ensure we had solved the identified problem without creating others.

1.1 General Description of Calibration Many people are familiar with calibration in the context of weight scales; you have a set of calibration weights, which are each placed on the scale, and the scale is modified until it shows the correct value for each calibration weight. By comparison, ASF’s SAR data show how much radar energy was reflected back from objects on the Earth. Our "calibration weights" in this case are corner reflectors Amazon rainforest. We know how much radar energy these devices should reflect back to the SAR. If the processed SAR data show different values than what we expected, we tweak the processor until it produces the expected results. There are two main calibration categories: radiometric and geometric calibration. The data are radiometrically calibrated when the processor outputs the expected radar cross-section (RCS) values for known targets. There are always slight errors in the radiometric results, however, and the acceptable limits for these errors are specified by the scientists who use SAR data. Causes for these errors include inaccurate satellite attitude determination and less-than-perfect calibration devices. Errors can be reduced when attitude determination methods and calibration devices are made more sophisticated, but this also results in increased program costs. Trade-offs must be specified. There are also two kinds of radiometric calibration: absolute and relative. Absolute calibration refers to the accuracy of the RCS estimate when compared to the theoretical value. Relative calibration refers to the accuracy of radiometric variations within one image – for example if one device is known to be 1dB lower than another, regardless of their absolute values. For the Modified Antarctic Mapping Mission (MAMM), the data were required to have an absolute accuracy of 2 dB and a relative calibration accuracy of 1 dB Geometric calibration deals with the accuracy of an object’s associated latitude and longitude coordinates. MAMM specifications stated that the latitude and longitude values output from the FOCUS Processor should be within 100m of the actual values.

1.2 Conversion to Sigma Naught

2 CALIBRATION PROCESS

2.1 Calibration data collection The MAMM calibration of the FOCUS processor was planned and executed using RADARSAT 1 data in beam modes Fine 1(FN1), Standard 1(ST1), Standard 2(ST2), Standard 5(ST5), Standard 6(ST6), Standard 7(ST7), and Extended Low 1(EL1). Calibration sites for this project were the Amazon rainforest and ASF’s Delta Junction, Alaska corner reflector array. LZP 4 was used for all calibration data.

2.1.1 Amazon Rainforest Data The Amazon rainforest is a very homogeneous and stable radar target. In contrast to most other natural targets, it backscatters nearly the same amount of incoming radar regardless of incidence angle or time of year. In fact, the total variation of the Amazon’s radar cross section (RCS) is believed to be only .4 dB. Therefore, data of the Amazon rainforest can be used to derive and refine a SAR’s antenna pattern. With an accepted gamma0 value of –6.5dB, the Amazon RCS lies near the center of the expected natural RCS range – another characteristic which makes it a good calibration target. We need at least one good ascending and descending pass over a homogeneous section of the Amazon rainforest to accurately calibrate a SAR beam. Because of averaging. the more Amazon data we have, the smaller the errors in our antenna pattern estimation, resulting in a more accurate calibration. Amazon calibration data from three sites designated by CSA within an area bounded by the coordinates as shown in Figure 2 was ordered and used where possible. Figure 1. Example Amazon Image (FN1)

2.1.2 Delta Junction Calibration Array ASF currently maintains 10 trihedral corner reflectors in the small farming community of Delta Junction, located approximately 90 miles southeast of Fairbanks. The radar response of these reflectors, much brighter and more consistent than most natural objects, is used for point target analysis. From the reflected impulse response we can determine geolocation accuracy, Peak to Side Lobe Ratio (PSLR), and resolution. Additionally, the ground truth locations of the corner reflectors are known (Differential GPS survey) and therefore serve as excellent geolocation checkpoints. The calibration technician is responsible to orient the calibration array for the requisite acquisitions ASF collected repeat cycle data pairs over Delta Junction for ST1, ST2, ST6, ST5 and Extended Low prior to the acquisition. Three repeat cycle acquisitions were acquired for Fine 1. Additional Fine 1 acquisitions were acquired during each of the three cycles in the first acquisition of the mission. In addition, enough data were acquired to yield three ascending and three descending passes for Extended Low and Fine 1.

2.1.3 Noise Data Measured noise floor determination requires data with low-backscatter targets, typically calm lakes or ocean. Three sites, used in the past for calibration of ASF’s Precision Processor, were planned for use during MAMM: the Yukon-Kuskokwim Delta, the lake region north of Glennallen, and the Cook Inlet – Prince William Sound region, all in Alaska. While plenty of Standard beam images existed over these regions, there was no Fine beam or Extended Low beam images in our archive, so we ordered acquisitions to fill the void. Unfortunately, the quality of the new images, due mostly to wind, was so poor they were unusable. We did not have time to acquire new data before the start of calibration, and Fine 1 was the first beam to be calibrated, so

Latitude Longitude -6.026834 -68.24822 -6.045403 -67.114346 -7.909545 -67.112351 -7.860296 -68.275257

Figure 2. Amazon calibration data area

we chose a theoretical method of noise floor calculation, described in detail in paragraph 5.3.

2.1.4 Calibration Data Set

Table 1. Summary of MAMM calibration data. F1 ST1 ST2 ST5 ST6 ST7 EL1

Point Target R1_23318_160 R1_27591_160 R1_17101_160 R1_14300_160 R1_13757_160 R1_24633_160 R1_22889_160

Ascending R1_24004_160 R1_29306_160 R1_20874_160 R1_20474_160 R1_17630_160 R1_28406_160 R1_24018_160

R1_24690_160 R1_25619_160 R1_22675_160 R1_24704_160

R1_25519_160

Point Target R1_23497_290 R1_10992_290 R1_20696_290 R1_14579_289 R1_13407_290 R1_21053_290 R1_22797_290

Descending R1_24183_290 R1_25055_290 R1_25155_290 R1_20410_290 R1_17866_290 R1_25512_290 R1_23483_290

R1_25898_290 R1_25298_290 R1_25498_290 R1_27613_290 R1_18895_290 R1_30657_290 R1_25541_290

R1_25641_290 R1_21296_290

R1_25312_290

R1_25655_290

Dist. Target R1_17455_885 R1_16626_885 R1_25244_884 R1_20442_885 R1_22743_885 R1_17655_884 Ascending R1_20885_885 R1_26230_885 R1_23086_885 R1_18684_884 R1_25344_885 R1_23772_885 R1_19713_884 R1_25587_885 R1_26173_885 R1_20056_884 Dist. Target R1_18534_466 R1_17648_466 R1_17748_457 R1_16476_466 R1_20349_466 R1_22750_466 R1_16519_466 Descending R1_20935_465 R1_19263_466 R1_18434_457 R1_18384_466 R1_25837_466 R1_22407_466 R1_17105_466 R1_23679_465 R1_26123_466 R1_23136_466 R1_22407_456 R1_23679_469 R1_25494_466 R1_19606_466 R1_23479_466 R1_25737_465 R1_18291_465 R1_20978_466 R1_25537_466

R1_25880_466

chirp # 3 2 2 1 1 1 2

2.2 Calibration Tool Set The in-place tool, Product Verification System (PVS), at ASF was deemed not sufficient for quality checking and calibration of the data being acquired and processed for MAMM. The current calibration system was designed to solely support the JPL Precision Processor (PP). Since the MAMM data is being processed on Vexcel’s FOCUS processor a new more adaptable calibration tool was required.

2.2.1 SPROCKET & PTINFO The Engineering Division of ASF designed a replacement tool for PVS called SPROCKET. This new design, when fully implemented, will allow us to analyze generic data types. We will then be able to analyze COTS products as well as the current in-house products. SPROCKET is being built in phases. The first phase, in use now for MAMM, is used to produce the calibration images. PTINFO, a Vexcel product, is then used to perform point target and image quality analysis.

3 Calibration Results

3.1 Point Target Analysis

3.1.1 Geolocation Accuracy Geolocation accuracy was determined using the Point Target array listed in section 2.2. These reflector locations are known using differential GPS measurements and provide for excellent reference points within an image. Absolute geolocation error is the number of meters that the image differs from the ground truth locations in the range and azimuth directions. Relative geolocation error is the standard deviation of the absolute geolocation errors about the mean. Geolocation accuracy is determined by comparing the measured locations of the features in the SAR images and the known locations of corner reflectors deployed in Delta Junction. The Delta Junction image is processed to the elevation for a given corner reflector. This elevation parameter is verified by first visually identifying it in the command line execution of the program. Additionally the elevation correction is tested by inputting different elevation values for a single reflector and measuring the effect this has on the geolocation of that reflector. The image must then be displayed so that one may determine the exact x and y (pixel) coordinates of each reflector. The Sprocket system, designed and developed at ASF, is used for this process. Once the x and y coordinates are known, Vexcel’s PTINFO tool is used to measure the reflector’s elevation. PTINFO produces the measured latitude and longitude coordinates from the SAR image for a given reflector. We used the following formula to determine the geolocation error: Haversine Formula

? lat=measured lat - ground truth lat ? long=measured long - ground truth long a=sin2(? lat/2)+cos(lat1)*cos(lat2)*sin2(? long/2) c=2*arcsin(sqrt(a)) Great circle difference = R * c

R (radius of the Earth) = 6360924.0 meters R was obtained by taking the average of 10 Delta Junction Precision Processor scenes

These steps must be repeated for each corner reflector measured.

Distortion within an image was measured by comparing the positional relationships among measured corner reflectors and comparing them to ground truth. Initial checks revealed no significant distortion of Radarsat images processed with FOCUS – well within the 50 meters within 100km requirement.

Focus v2.28.6.5 Geolocation

FN 1 ST 1 ST 2 ST 5 ST 6 ST 7 EL 1

Spec

Spec

Spec

Spec

Spec

Spec

Spec

0

20

40

60

80

100

Err

or

in M

eter

s

FIGURE 3 Average Geolocation Error by Beam Mode

Focus v2.28.6.5 Geolocation for Fine 1

0

10

20

30

40

50

60

70

80

90

100

DJR 1 DJR 4 DJR 9 DJR 15 DJR 19 DJR 20 DJR 24Reflector ID

Err

or in

met

ers 23318

24004

24690

23497

24183

25898

FIGURE 4. FN1 Geolocation Error by Reflector and Orbit

Focus v2.28.6.5 Geolocation for ST1

0

10

20

30

40

50

60

70

80

90

100

DJR 1 DJR 3 DJR 4 DJR 9 DJR15

DJR19

DJR20

DJR24

Reflector ID

Err

or in

met

ers

275912930610992250552529825641

FIGURE 5. ST1 Geolocation Error by Reflector and Orbit


0

10

20

30

40

50

60

70

80

90

100

DJR 1 DJR 4 DJR 9 DJR 15 DJR 19 DJR 20 DJR 24

Reflector ID

Err

or in

met

ers 17101

20696

20874

25155

25498



0

10

20

30

40

50

60

70

80

90

100

DJR 1 DJR 3 DJR 4 DJR 9 DJR 15 DJR 19 DJR 20 DJR 24

Reflector ID

Err

or in

met

ers

14300

14579

20410

20474

25619

27613



0

10

20

30

40

50

60

70

80

90

100


Reflector ID

Err

or in

met

ers

13407

13757

17630

17866

18895

21296

22675

25519


Focus v2.28.6.5 ST7

0

20

40

60

80

100

120


Reflector ID

Err

or in

met

ers

21053

24633

25512

28406

30657


Focus v2.28.6.5 Geolocation for EL1

0

20

40

60

80

100

120

140

DJR 1 DJR 4 DJR 9 DJR 15 DJR 19 DJR 20

Reflector ID

Err

or in

met

ers

22797

22889

23483

24018

24704

25541

FIGURE 10. EL1 Geolocation Error by Reflector and Orbit

3.1.2 Image Quality Analysis Resolution, defined as the width of the impulse response 3dB down from the peak, Integrated Peak to Side Lobe Ratio (ISLR), and Peak to Side Lobe Ratio (PSLR) were measured using the Delta Junction reflector array. Image quality results were obtained using the Vexcel PTINFO tool. As above in the determination of geolocation accuracy, the image must be processed to L1 and then viewed to manually identify the exact x and y (pixel) coordinates. These coordinates are input to the PTINFO tool to determine the image quality statistics for a given point. For image quality purposes, there were two Delta Junction sites that were not used in the calculation of the statistics. DJR 20-23 are an array of four corner reflector positions used ideally for ScanSAR products. They are physically 8 feet apart and thus return a stronger impulse than a normal reflector, and were not used. DJR 3 was also not used for image quality purposes because it is constructed using an experimental design and does not return as strong or as consistent a response as the other reflectors. The image quality requirements are summarized in the following table:

St 1 St 2 St 5 St 6 Fn 1 El 1 Resolution, range 11.9 11.9 17.7 17.7 6.8 11.9 Resolution, azimuth 11 11 11 11 11 11 PSLR -18 -18 -18 -18 -18 -18 ISLR -10 -10 -10 -10 -10 -10 TABLE 2: Image Quality Requirements

3.1.2.1 Resolution

Focus v2.28.6.5 Range Resolution


Spec

Spec

Spec

Spec

Spec

Spec

Spec

0

2

4

6

8

10

12

14

16

18

Met

ers

FIGURE 11. Range Resolution by Beam Mode

Focus v2.28.6.5 Azimuth Resolution


Spec

Spec

Spec

Spec

Spec

Spec

Spec

0.0

2.0

4.0

6.0

8.0

10.0

12.0

14.0

16.0

Met

ers

FIGURE 12. Azimuth Resolution by Beam Mode

3.1.2.2 PSLR

Focus v2.28.6.5 Range PSLR


Spec

Spec

Spec

Spec

Spec

Spec

Spec

-22

-20

-18

-16

-14

-12

-10

-8

-6

-4

-2

0

dB

FIGURE 13. Range PSLR by Beam Mode

Focus v2.28.6.5 Azimuth PSLR


Spec

Spec

Spec

Spec

Spec

Spec

Spec

-30

-27

-24

-21

-18

-15

-12

-9

-6

-3

0

dB

FIGURE 14. Azimuth PSLR by Beam Mode

3.1.2.3 ISLR In this discussion of ISLR measurements, it is useful to note that any real target response is always composed of the target signal plus clutter. So it is theoretically correct (and more accurate) to subtract the clutter. In practical terms it is very difficult to perform an accurate subtraction of the clutter. It is difficult to accurately measure the clutter since this must be done on and off the impulse response side lobe axes, and the surrounding background may not have uniform response. Also the speckle precludes accurate knowledge of the specific clutter value at the target peak. If the peak response is 10 dB or more above the background, the clutter has a negligible effect on the resolution measurement, anyway, but on the average, the measurement is more accurate with clutter subtraction. PSLR and ISLR are affected to much greater extent. It's virtually impossible to get an accurate ISLR measurement on real data due to the inability to remove the clutter effects. A more accurate estimate can be obtained using synthesized point targets. These estimates may be slightly optimistic since the mathematical target will tend to be closer to ideal than the real radar impulse response. It is very difficult to determine and synthesize every signal error source or signal deformity that may be present in the real radar. However, in a reasonably well behaved radar, as are our space radars, these errors are quite small and the synthetic point target ISLR is a very good estimate. PTINFO provided ISLR measurement figures as graphed below, with FN1 being the only beam mode within the specification. As discussed above, measured ISLR from real data does not provide confidence that the results are accurate. We did not have a synthetic data set available to us for purposes of a double check. We believe the impact of this is negligible given that all other image quality indicators are well within specification.

Focus v2.28.6.5 ISLR


Spec

Spec

Spec

Spec

Spec

Spec

Spec

-14

-12

-10

-8

-6

-4

-2

0

dB

FIGURE 15. ISLR by Beam Mode

4 DISTRIBUTED TARGET ANALYSIS

4.1 Radiometric Calibration The radiometric calibration of a SAR beam mode is an iterative process. An Amazon image is first processed using a unity payload parameter (pap) file. The unity pap file contains no corrective gain values. Using this unity L1 image, all targets that produce non-uniform, non-isotropic scattering are masked out, or deselected. These features include rivers, lakes and other topographic features. For this image, ?° for each pixel is determined using:

?° = 10 log [{(DN2/A22) * tan ? ??-?Noise Power] ? ? = 10 log [{(DN2/A22) * sin ? ??-?Noise Power]

where DN2 is the square of the pixel magnitude = I2 + Q2, ? = incidence angle, and A2 = scaling coefficent, which may be range dependent, but is constant for MAMM. ? ? is given here for reference purposes. Noise Power is the range dependent noise power derived from the noise vector. CSA provides pap information for a greater range of look angles than is actually imaged by the processor. In order to proceed with calibration, the range of look angles to be used must be determined. First the minimum and maximum look angles imaged are determined. To create a buffer, 0.5 degrees is subtracted from the minimum and added to the maximum, defining the look angle range. The pap file contains 255 correction values. Using the newly defined range, a new beam increment is determined. A 6th order polynomial is created to match the average look angles and ?° values from the images. Extend this polynomial to match the desired look angles in order to predict the ?° values for the new look angle range. Apply the following equation to the polynomial fit ?° values:

F(look angle)=(?° + 6.5) /2 where ?° measurements are an average of all the azimuth lines at a given look angle. The desired value for ?° is - 6.5 (Which is the ?0 value of the Amazon calibration sites), and the pap file gains are one way. Thus subtracting –6.5 and dividing the result by 2 will yield the necessary pap file correction. The correction is then added to the current pap file. With the new values input into the pap file, the next iteration of the above steps is performed. Subsequent iterations result in a flattening of the antenna pattern.

The requirements to be met are a relative radiometric accuracy of ? 1 dB and an absolute radiometric accuracy of ? 2 dB. Relative radiometric calibration shall be set so that range dependency of radar cross section shall be no greater than 1dB for similar targets. This calibration accuracy shall exclude the effects of incorrect scene elevation data and spacecraft pointing errors. Absolute radiometric calibration shall be set so that the mean ?0 value for a predetermined area of the Amazon Rainforest is –6.5. This calibration accuracy shall exclude the effects of incorrect scene elevation data and spacecraft pointing errors. The absolute calibration error shall be no greater than 2 dB. Radiometric linearity shall be measured using two targets with well known backscatter that have a large backscatter difference (e.g the Amazon and a corner reflector). The difference between theoretical and measured shall be calculated to determine a relative error, or non-linearity of the processor response. This relative error shall then be expressed as a percentage of the theoretical difference. For example: Two targets are processed and the ?°’s are measured to be -6.3 and 47.5 dB. The ?°'s should have been separated by 54.5 dB (theoritical values are –6.5 and 48, respectively), but the measured difference was only 53.8 dB. The relative error (or non-linearity of the processor response) is 0.7 dB out of 54.5 or 1 - 0.7/54.5 = 987 To achieve a linearity of .97(The upper limit of the MAMM Specification), the error could have been as high as: 1 - x/54.5 97 or x = 1.636 Reference FRD specifications: (5.1.6; 5.1.7.1; 5.1.7.2) Due to concerns over changes in RADARSAT-1 antenna patterns, all calibration data over the Amazon calibration site will be acquired from CDPF and stored in our archive. The data will be analyzed for long-term trends using the Precision Processor. Only the data listed in Table 2 will be processed on the Vexcel FOCUS processor, unless significant trends are noted in the beams to be used for MAMM. If trends are noted, then a subset of the Amazon calibration data will be used to update the antenna pattern corrections determined with the standard calibration sets.

Focus v2.28.6.5 Radiometric Accuracy

-8.5

-8

-7.5

-7

-6.5

-6

-5.5

-5

-4.5

5 15 25 35 45Look Angle (deg)

Gam

ma

Nau

ght

(dB

) Fine 1 Average

ST 1 Average

ST2 Average

ST 5 Average

ST 6 Average

ST 7 Average

EL 1 Average

FIGURE 16. Average Radiometric Accuracy by Beam Mode

Fine 1 Focus Radiometry v2.28.6.5 (calibrated)

-8.5

-8

-7.5

-7

-6.5

-6

-5.5

-5

-4.531 32 33 34 35 36

Look Angle (deg)

??N

augh

t (d

B)

20885 Near

23679 Near

17455 Mid

18534 Mid

25344 Mid

20935 Far

25587 Far

Average

Poly. (Average)

FIGURE 17. FN1 Radiometric Accuracy by Orbit

ST1 Focus Radiometry v2.28.6.5 (calibrated)

-8.5

-8

-7.5

-7

-6.5

-6

-5.5

-5

-4.5

15 17 19 21 23 25

Look Angle (deg)

? N

augh

t (d

B)

16626

17648

19263

26123

26230

Average

FIGURE 18. ST1 Radiometric Accuracy by Orbit


-8.5

-8

-7.5

-7

-6.5

-6

-5.5

-5

-4.5

20 22 24 26 28

Look Angle (deg)

? N

augh

t (d

B)

17748

18434

23136

23479

25537

25880

Average


ST5 Focus Radiometry v2.28.6.5 (calibrated)Descending Orbits only

-8.5

-8

-7.5

-7

-6.5

-6

-5.5

-5

-4.5

31 32 33 34 35 36 37

Look Angle (deg)

? N

augh

t (dB

)

16479

18384

22407

25244

25737

Average



-8.5

-8

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-7

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-6

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-4.5

35 36 37 38 39 40 41

Look Angle (deg)

? na

ught

(dB

)

18291

20349

20442

23679

25837

Average



-8.5

-8

-7.5

-7

-6.5

-6

-5.5

-5

-4.5

38 39 40 41 42 43Look Angle (deg)

? N

augh

t (dB

) 22407

22743

22750

23086

23772

25494

26173

Average


EL1 Focus Radiometry v2.28.6.5 (calibrated)

-8.5

-8

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-7

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-6

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8 13 18

Look Angle (deg)

? N

augh

t (d

B)

16519

17105

17655

18684

19606

19713

20056

20978

Average

FIGURE 23. EL1 Radiometric Accuracy by Orbit

5 Issues and Resolutions

5.1 Gain The gain can be selected from a fairly simple analysis. For an amplitude value of about 100 (e.g., I = 100 and Q = 0, or I = 70 and Q =71), the I/Q quantization is accurate enough so that the phase quantization error is less than 1 degree. There is enough dynamic range with 16 bit pixels that the selected gain value is not required to be specific beyond an integer value. It makes sense, then, to select an exact gain setting that is easy to remember. If we choose a ? 0 value of -20dB (1/100) to be equivalent to an amplitude value (DN) of 100, (because that is the noise floor for FN1), then signals at this level would be quantized to within 1 degree of phase accuracy. The weakest signals (-25 dB noise floor for ST3 thru ST7) would correspond to an amplitude value of about 56 which provides a phase quantization accuracy of about 1 degree. The maximum amplitude value of about 45,000 would correspond to a ? 0 of about +33 dB. Saturation can occur at ? 0 levels 6 dB below this, due to the speckle effect and the fact that maximum amplitude for some phase values (e.g. 0 and 90) is 32K. Determination & implemention of the gain setting: Since we needed a DN of 100 to produce a –20dB ? 0, we know that the scaling calibration coefficient (A2) is exactly 1000. Empirical data was gathered to determine the correct fixed gain value to meet the requirement. The gain is set during processing by use of a look-up table. Gain value for the whole table is set to 60 dB (gain value = 20log(A2)) to achieve the fixed gain recommended above. (The table is RSAT1.LUT in /usr/people/3dsar/3dsar/version/config/sensors on the lzp's. There are actually 18 tables in the file. There are six application types and three pixel types. Each table contains 255 values covering the look angle range of all the beams.) Look-up table # 12 in the LUT file on lzp4 is currently set to 60 dB. This table corresponds to a target type of "MIXED" and for complex pixels (PIXEL_TYPE = CI16). The script that performs the level 1 processing calls the CEOSConvert program. To use this table the call must have the following flags set. -rad LUT -lut MIXED In our testing, these items were selected in the CEOSConvert GUI.

5.2 Phase A phase error test was performed to determine the relative phase error introduced by the Vexcel Focus SAR processor. A single fine beam image was processed in entirety, and then processed again with the same Doppler centroid starting 1000 lines later in the telemetry stream. The resulting phase difference was found to have a mean of –4.0E-6 degrees with an RMS error of 0.553 degrees. This RMS falls well below the requested MAMM specification of 10 degrees relative, and, the almost non-existent absolute offset shows excellent phase fidelity The purpose of this test was to determine if the Vexcel Focus SAR processor would match the 10-degree rela tive phase error requested for MAMM processing. The method was to process a section of SAR telemetry to a complex product, then process the same section of telemetry data 1000 lines later in the stream. The resulting images could then be matched and the phase components compared. Any phase differences found could be attributed directly to the processor. A Radarsat Fine Beam 1 data set (rev 25898) was selected for the test data. The data set was processed from the beginning (hereafter called v1) and then processed again starting 1000 lines later (hereafter called v2) using the exact same Doppler centroid. This was accomplished by manually setting the along-track (time-dependent) coefficients of the Doppler polynomial to zero in the dataset’s .par file prior to the reprocessing. Each of the resulting complex images was then converted to a byte amplitude image. It was determined that the offset between the two datasets was exactly 1000 lines, with no need for sub-pixel matching. In order to remove any modulus ambiguities, the phase difference image was calculated using the following steps: diffx,y = v1x,y – v2x,y (where v#x,y = phase at x,y in v#) while (diffx,y < -p/2) diffx,y = diffx,y + p while (diffx,y > p/2) diffx,y = diffx,y – p A histogram was created using 100 bins corresponding to –90 to +90 degrees of difference. The RMS error was calculated using this histogram and the actual mean.Results & Analysis: The RMS phase difference was found to be 0.553 degrees. This is well within the specification of 10 degrees relative error. The absolute offset was –4.0E-6, which shows a vast improvement over the previous phase test for version 2.28.5

Difference % Difference % Difference % Difference % -90.00 0.0003 -45.00 0.0006 0.00 97.3255 45.00 0.0006 -88.20 0.0000 -43.20 0.0000 1.80 1.1667 46.80 0.0000 -86.40 0.0000 -41.40 0.0000 3.60 0.1093 48.60 0.0000 -84.60 0.0000 -39.60 0.0000 5.40 0.0291 50.40 0.0000 -82.80 0.0000 -37.80 0.0000 7.20 0.0125 52.20 0.0000 -81.00 0.0000 -36.00 0.0001 9.00 0.0071 54.00 0.0000 -79.20 0.0000 -34.20 0.0001 10.80 0.0042 55.80 0.0000 -77.40 0.0000 -32.40 0.0000 12.60 0.0017 57.60 0.0000 -75.60 0.0000 -30.60 0.0001 14.40 0.0019 59.40 0.0000 -73.80 0.0000 -28.80 0.0000 16.20 0.0005 61.20 0.0000 -72.00 0.0000 -27.00 0.0008 18.00 0.0018 63.00 0.0001 -70.20 0.0000 -25.20 0.0001 19.80 0.0003 64.80 0.0000 -68.40 0.0000 -23.40 0.0002 21.60 0.0002 66.60 0.0000 -66.60 0.0000 -21.60 0.0002 23.40 0.0002 68.40 0.0000 -64.80 0.0000 -19.80 0.0003 25.20 0.0001 70.20 0.0000 -63.00 0.0001 -18.00 0.0018 27.00 0.0008 72.00 0.0000 -61.20 0.0000 -16.20 0.0005 28.80 0.0000 73.80 0.0000 -59.40 0.0000 -14.40 0.0020 30.60 0.0001 75.60 0.0000 -57.60 0.0000 -12.60 0.0018 32.40 0.0000 77.40 0.0000 -55.80 0.0000 -10.80 0.0042 34.20 0.0001 79.20 0.0000 -54.00 0.0000 -9.00 0.0072 36.00 0.0001 81.00 0.0000 -52.20 0.0000 -7.20 0.0125 37.80 0.0000 82.80 0.0000 -50.40 0.0000 -5.40 0.0289 39.60 0.0000 84.60 0.0000 -48.60 0.0000 -3.60 0.1090 41.40 0.0000 86.40 0.0000 -46.80 0.0000 -1.80 1.1654 43.20 0.0000 88.20 0.0000

90.00 0.0003 TABLE 3: Data Used to produce Phase Error Histogram

FOCUS Phase Error Histogram

0

20

40

60

80

100

120

-90 -72 -54 -36 -18 0 18 36 54 72 90

Error (degrees)

Per

cen

t O

ccu

ren

ce

AVE = 0.00RMS = 0.55

FIGURE 24. Phase Error His togram

5.3 Determination of the noise floor To determine the noise floor, targets that have low DN values, e.g. bodies of calm water, are selected. If we assume that the areas of the lowest DN values have no signal return then the resulting DN values are a product of noise. For this testing, areas in the Prince Williams Sound of Alaska, the Yukon-Kuskokwim river delta and the North Slope of Alaska were used. The values we obtained from this data ranged by several dB and were not as consistent as we had hoped. Therefore it was determined that the thermal noise value given by CSA should be used after subtracting out the antenna pattern correction applied in the processing. The values are listed in the CEOS product and simply need their effects removed and then the noise constant can be subtracted from the data. The format for the noise vector given below is consistent with the metadata format in the Vexcel par files. The vector is appended to the end of the *slc.par file. The new noise_vector block will have the form: noise_vector { noise_value_1: -23.5 noise_value_2: -23.4 noise_value_3: -23.2 ... noise_value_255: -26.7 } To improve readability, the noise values are in dB. Subtracting them will require computing the power (exp (noise_value/10). The first value shall correspond to the noise at the first range image sample, the second value to range sample 33, the third to 65, etc. The last sample would then correspond to sample 8128. The maximum number of image pixels occurs for real time fn1 and is 7720. The noise value as a function of range for ? 0 products is given by: n(r) = n_ref + 30*log(r/r_ref) - 2*G(r) + 10*log(sin(inc_angle)) where n_ref is the thermal noise reference level for the beam mode/bandwidth r is the slant range r_ref is the reference slant range = 951000 m G(r) is the one way antenna power gain as a function of range The values needed (except for G(r)) for the noise calculation are found in the *slc.par file. The value for n_ref is: thermal_noise_ref_level The slant range to the first pixel is contained in the value: near_range_slc The slant range for each subsequent array value is found from the par value for the pixel spacing: PixelSpacing

r = near_range_slc + (array_number - 1)*32* PixelSpacing To find G(r), the antenna pattern must be interpolated, and converted to a function of slant range from its native function of elevation angle. The pattern is contained in the leader file (in the radiometric compensation record). In order to interpolate the gain pattern, the look or elevation angle for the given slant range must be determined. The radius of the earth and incidence angle are needed for this calculation. The earth radius at the image center may be found from the latitude, major and minor earth axes, and must be adjusted for terrain height. rad = minor*sqrt(1+tan2(lat))/sqrt((minor/major) 2 + tan2 (lat)) + terrain_height where the latitude is from the par value: scene_center_latitude and the axes and terrain height are in the earth model block earth_model { major: 6378140.000000 minor: 6356755.000000 terrain_height: 0.000000} The platform_altitude h is also needed. It is found from the par file value and must also be adjusted for terrain height: h = platform_altitude - terrain_height Now the incidence angle can be found from inc_angle = arccos((h2- r2+2*rad*h)/2*r*rad) and the look angle is look_angle = arcsin(sin(inc_angle)*rad/(r + h)) Now we have the look angle for each range value and the gain table can be interpolated to determine the value for each range. The table has 255 values. The angle for the center value (128) and the angle increment are provided as data items in the table. These data items are at the end of the table in the leader file. The incidence angle has also been determined to calculate the final term in the equation. The results are shown below, by beam mode, in Figure 25. For comparison purposes, Figure 26 is a chart of the ST7 noise analysis from the AMM-1 calibration report. It should be noted that it is in Gamma Naught and ours is in Sigma Naught. Since we do not have the actual numbers used to produce the AMM-1 graph, we could not convert it to match ours, but it is intuitive from the equations, that the lines are actually closer together than they appear on the disparate graphs.

Focus v2.28.6.5 Nominal Noise Equivalent Sigma Naught

-29

-28

-27

-26

-25

-24

-23

-22

-21

-20

-19

5 10 15 20 25 30 35 40 45

Look Angle (deg)

Sigm

a N

augh

t (dB

)

Fine 1 Noise Sigma

EL 1 Noise Sigma

ST 1 Noise Sigma

ST 2 Noise Sigma

ST 5 Noise Sigma

ST 6 Noise Sigma

ST 7 Noise Sigma

FIGURE 25. Noise Floor Sigma Naught by Beam Mode

FIGURE 26. AMM-1 ST7-L Noise Floor Chart

5.4 Doppler Processing Bandwidth In mid September, 2001, it was noted during the weekly MAMM teleconference that all MAMM calibration data was being processed at 900 Hz processing bandwidth (PBW), but the actual Antarctic Data for MAMM is processed at variable PBW ranging up to 1250 Hz. The obvious question arising from that observation was: What is the effect on the finished product? Phil Utley subsequently processed some Amazon data at different Doppler bandwidths to measure the radiometric difference. The sigma0 values dropped about 1/2 dB from 900 (-8.1 dB) to 1200 Hz (-8.6 dB). Tom Bicknell reviewed ASF’s results and while his intuitive guess was that it go the other way - more bandwidth would create higher backscatter values, his analysis led to the conclus ion that FOCUS normalizes (divides) by the bandwidth. VEXCEL confirmed that FOCUS normalizes by the number of points in the azimuth reference function over the length of the aperture that composes the PBW. Therefore, assuming a flat antenna pattern (rectangular weighting) and no additional weighting, a calibrated FOCUS processor would remain calibrated regardless of the PBW. The fact that the sigma zero value goes down as the PBW increases is a reflection of the natural antenna pattern shape -- normalizing using just the number of points in the transfer function produces a weight that overcompensates for the extra energy picked up by the extra BW. VEXCEL verified this by also cutting the PBW down from 900 Hz to 750 and 600 Hz, and the trend continues: As the PBW is cut, the sigma zero value increases. Every 150 Hz or so of BW reduction provides about 0.2 dB increase in sigma zero. This is consistent with ASF observation of the value decreasing as the PBW was increased. This is a characteristic of a processor designed and calibrated at one PBW. In retrospect, VEXCEL determined that they could have improved the processor to remain calibrated at all reasonable PBW by using an azimuth antenna pattern in the normalization process. Because a large proportion of the MAMM data had been processed already using the one processor calibrated to 900 Hz, VEXCEL developed an approach within RAMS (The level 2 processor) to compensate for this: Since the processor at ASF, well calibrated at 900 Hz PBW, was to be used at PBWs varying from 1000 Hz to 1250 Hz., (Remember, we want the large PBW for interferometric considerations.) VEXCEL addressed this issue in the ingest side of RAMS where the SLC data is converted to multi-look images for the mosaic side of RAMS operations (as opposed to the IFSAR side). The IFSAR side does not require radiometric calibration. The ingest program that generates the multilook imagery, DEMULK, filters the raw data back to 900 Hz, so that the image quality is restored, getting rid of ambiguity energy possibly associated with the extra bandwidth. The PBW radiometry is compensated for by adjustment of the precise weighting function used as a function of the PBW. This is accomplished by applying a radiometric adjustment factor derived from the ratio of the applied weighting function (which is known) and the 900 HZ calibration weighting function. VEXCEL has verified that this introduces less than 0.1dB difference in the resulting multilook imagery between identical data processed at 1250 Hz and at 900 Hz.

5.5 Clutterlock When we started of the EL1 Beam Mode, we observed obvious dark bands across the Amazon images that were produced from data taken on ascending passes of the satellite. There were no visible banding issues on the descending passes. Initial theories that perhaps RADARSAT had used only descending data to produce their calibrated antenna pattern, or that it might be a latitude dependent effect that we wouldn’t see in Antarctica were quickly put to rest through a combination of telephone research and some comparative runs of actual MAMM datatakes on both the PP and FOCUS processors. The banding was not present in the images produced on the PP, even though overall appearance of the image was not aesthetically pleasing because it looked blurred. Tom Bicknell informed us that another error that can cause this type of radiometric dip is the wrong cross track Doppler variation. Basically, the Doppler for ascending vs descending should be about the same magnitudes with opposite signs. He examined the cross track Doppler terms, and sure enough, the cross track term for all the ascending data was over twice the magnitude as for descending (-0.11 vs +0.045). Further checks on ST1, which is closest in look angles to EL1 showed its cross track term magnitudes to be between 0.035 and 0.05 for ascending and descending, so it appeared that a lower term for EL1 was more correct. Tom believed the preprocessor was making an error in the cross track variation for ascending data. When he computed the near, mid and far Doppler for a location block in an ascending and a descending datatake, his results were: near mid far asc. (20056) +219 -3939 -5850 desc. (20978) 3790 5320 6440 This proved we could also rule out satellite “roll errors” as the positive Doppler for ascending can't happen except for large attitude errors (many tenths of a degree). The raw data is below: Orbit 20056 near_range: 807046.56829227 far_range: 860959.82677192 platform_altitude: 796361.25333637 Doppler_centroid: -3936.67055123 DopplerPolynomial { reference: 834003.197532 number_of_coefficients: 4 a0: -3936.67 a1: -0.0994927 a2: 1.40581e-06 a3: -1.30205e-11

Orbit 20978 near_range: 806121.22781249 far_range: 860034.48629215 platform_altitude: 795670.30243252 Doppler_centroid: 5317.96312319 DopplerPolynomial { reference: 833077.857052 number_of_coefficients: 4 a0: 5317.96 a1: 0.0441633 a2: -2.77352e-07 a3: 6.81381e-12 This cross track Doppler error of a complete pulse repetition frequency (prf) in ascending images processed on FOCUS led us to suspect an error in the level zero processing, so files were shipped on tape to VEXCEL for analysis. VEXCEL’s suggested fix was to switch the number of iterations of the ratio algorithm (clutterlock), when running EL1 data, from the original value of 1 to a new value of three 3. The image below shows the result – an improvement in the numbers, but not in the visible image. Next, we moved the number of iterations to 6, and found the Doppler was where it should be. We then extended the testing to other beam modes and found that 3 iterations produced the best results for ST1, while all other beam modes were not significantly improved by changing from the original 1. This change was implemented at ASF by following VEXCEL’s guidance to change the iteration settings in the global processing_parameters.dat file for processing ST1 and EL1 data.

Figure XXXXXXXXXXXXXXXXXXXXXX EL1 Amazon Image with banding as a result of incorrect clutterlock setting

5.6 Electronic Delay Initial geolocation checks of Delta Junction images demonstrated across track errors consistent with incorrect slant ranges that put the overall geolocation error outside the 100 meter parameter. Subsequent looks confirmed this to be systemic and empirical data gathered on images of Delta Junction and the McMurdo Ground Station antenna resulted in a determination that subtracting .34 microseconds from the fixed Radar Electronic Delay value of 4.2 microseconds would bring geolocation within specification. The FOCUS processor uses 4.2 microseconds because that is the RSI specification and in order to be certified, this value is mandated Even though 4.2 microseconds is the CSA specified value and they do not acknowledge any changes to that value, their calibration checks in this area were done on only three passes (one each of W2, ST1, & FN2)of early radarsat data, with only one transponder target in each image. Since the MAMM requirement of 100 meters geolocation accuracy is more stringent than the 750 meter specification RSI calibrated to, it is not surprising that an adjustment was needed. Further evidence supporting a change in the FOCUS processor was provided by the fact that JPL’s

Precision Processor (Used in AMM-1) uses a fixed value of 3.9 microseconds. The .34 microsecond change was made by VEXCEL to the Focus processor and the resultant 3.86 microseconds of electronic delay was used for all MAMM level one processing. No before & after images of this fix are included because the differences are visible only within the tools used to perform geolocation measurement.

6 SUMMARY The calibration of the FOCUS processor for the MAMM project was completed on 19 November, 2002. RADARSAT 1 beam modes Fine 1, Standard 1, 2, 5, 6, & 7, and Extended Low 1 were measured to be within MAMM specification for all radiometric, geolocation, and image quality requirements, with the exception of ISLR, for the reasons stated in paragraph 3.1.2.3. This successful calibration was the result of a tremendous team effort by Byrd Polar Research Center, JPL, NASA, ASF, and VEXCEL.

Appendix A: Related Documents 1. AMM Calibration Report, July 14, 1998, Alaska SAR Facility. 2. Antarctic Mapping Mission – 2, RADARSAT-1 Antarctic Mapping Project,

Science Requirements Document, June 12, 2000, updated April 5, 2001, Byrd Polar Research Center.

3. ASF-00-OPS001-1.0 Modified Antarctic Mapping Mission (MAMM) Mission

Operations Plan, June 22, 2000. 4. ASF-00-REQ001-2.13 Modified Antarctic Mapping Mission, ASF Functional

Requirements Document, April 20, 2000. 5. ASF-00-CAL120-1.0 Alaska SAR Facility, RADARSAT Modified Antarctic

Mapping Mission Calibration Plan. 6. RADARSAT Antarctic Mapping System 2 (RAMS-2), Functional

Requirements Document, Version 2.2, April 26, 2000, Vexcel Corporation. 7. ASF-01-OPS-122-1.0 Modified Antarctic Mapping Mission Operations Plan:

The ASF Processing Phase, April 2001. 8. OSU/Vexcel AMM-2 Processing Plan Phase1, April 5, 2001, Byrd Polar

Research Center. 9. MAMM MAMM Processing System (AS-BUILT Document), March 2002,

Alaska SAR Facility

Appendix B: Example Processing Parameters File processing_parameters { satellite { sensor_name : ERS1 ellipsoid_name : GEM6 ber_threshold : 1.0E-2 granule_break_distance : 10000 sky_ber_distance : 10000 sky_location_distance : 25000 beam { beam_name : ERS1 sky_scene_length: 29000 sky_scene_overlap: 4096 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 2.4 data_length_for_ambiguous_doppler_estimate : 2.4 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 1 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 100.0 azimuth_pixel_spacing : 100.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.4 kaiser_azimuth : 2.4 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } } } satellite{ sensor_name : ERS2 ellipsoid_name : GEM6 ber_threshold : 1.0E-2 granule_break_distance : 10000 sky_ber_distance : 10000 sky_location_distance : 25000 beam { beam_name : ERS2 sky_scene_length: 29000 sky_scene_overlap: 4096 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX

minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 2.4 data_length_for_ambiguous_doppler_estimate : 2.4 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 1 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 100.0 azimuth_pixel_spacing : 100.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.4 kaiser_azimuth : 2.4 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } } } satellite{ sensor_name : JERS1 ellipsoid_name : TOKYO ber_threshold : 1.0E-2 granule_break_distance : 10000 sky_ber_distance : 10000 sky_location_distance : 25000 beam { sky_scene_length: 20480 sky_scene_overlap: 4096 beam_name : JERS1 CLParameters { ambiguous_doppler_algorithm : SVDE ambiguity_number_algorithm : SVAR minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 30.0 data_length_for_ambiguity_nr_estimate : 2.6 data_length_for_ambiguous_doppler_estimate : 2.6 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 2 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 75.0 azimuth_pixel_spacing : 75.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.4 kaiser_azimuth : 2.4 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8

} } } satellite{ sensor_name : RSAT1 ellipsoid_name : INTERNATIONAL ber_threshold : 1.0E-2 granule_break_distance : 10000 sky_ber_distance : 10000 sky_location_distance : 25000 beam { beam_name : F1 sky_scene_length: 12000 sky_scene_overlap: 4000 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 3.0 data_length_for_ambiguous_doppler_estimate : 3.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 1 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 50.0 azimuth_pixel_spacing : 50.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.4 kaiser_azimuth : 2.4 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } } beam { beam_name : F2 sky_scene_length: 12000 sky_scene_overlap: 4000 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 3.0 data_length_for_ambiguous_doppler_estimate : 3.0 ratio_algorithm_flag : 1

ratio_algorithm_iterations : 1 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 50.0 azimuth_pixel_spacing : 50.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.4 kaiser_azimuth : 2.4 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } } beam { beam_name : F3 sky_scene_length: 12000 sky_scene_overlap: 4000 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 3.0 data_length_for_ambiguous_doppler_estimate : 3.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 1 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 50.0 azimuth_pixel_spacing : 50.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.4 kaiser_azimuth : 2.4 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } } beam { beam_name : F4 sky_scene_length: 12000 sky_scene_overlap: 4000 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 3.0

data_length_for_ambiguous_doppler_estimate : 3.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 1 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 50.0 azimuth_pixel_spacing : 50.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.4 kaiser_azimuth : 2.4 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } } beam { beam_name : F5 sky_scene_length: 12000 sky_scene_overlap: 4000 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 3.0 data_length_for_ambiguous_doppler_estimate : 3.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 1 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 50.0 azimuth_pixel_spacing : 50.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.4 kaiser_azimuth : 2.4 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } } beam { beam_name : S1 sky_scene_length: 25000 sky_scene_overlap: 4000 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0

spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 3.0 data_length_for_ambiguous_doppler_estimate : 3.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 1 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 100.0 azimuth_pixel_spacing : 100.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.8 kaiser_azimuth : 2.9 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } } beam { beam_name : S2 sky_scene_length: 21500 sky_scene_overlap: 4096 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 3.0 data_length_for_ambiguous_doppler_estimate : 3.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 1 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 100.0 azimuth_pixel_spacing : 100.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.8 kaiser_azimuth : 2.9 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } } beam { beam_name : S3 sky_scene_length: 21500 sky_scene_overlap: 4096 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX

minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 3.0 data_length_for_ambiguous_doppler_estimate : 3.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 1 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 100.0 azimuth_pixel_spacing : 100.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.8 kaiser_azimuth : 2.9 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } } beam { beam_name : S4 sky_scene_length: 25000 sky_scene_overlap: 4000 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 3.0 data_length_for_ambiguous_doppler_estimate : 3.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 1 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 100.0 azimuth_pixel_spacing : 100.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.8 kaiser_azimuth : 2.9 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } } beam { beam_name : S5 sky_scene_length: 98500 sky_scene_overlap: 4096 CLParameters {

ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 3.0 data_length_for_ambiguous_doppler_estimate : 3.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 1 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 100.0 azimuth_pixel_spacing : 100.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.8 kaiser_azimuth : 2.9 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } } beam { beam_name : S6 sky_scene_length: 98500 sky_scene_overlap: 4096 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 3.0 data_length_for_ambiguous_doppler_estimate : 3.0 ratio_algorithm_flag : 1 ratio_algorithm_ iterations : 1 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 100.0 azimuth_pixel_spacing : 100.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.8 kaiser_azimuth : 2.9 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } } beam { beam_name : S7 sky_scene_length: 21500

sky_scene_overlap: 4096 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 3.0 data_length_for_ambiguous_doppler_estimate : 3.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 1 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 100.0 azimuth_pixel_spacing : 100.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.8 kaiser_azimuth : 2.9 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } } beam { beam_name : W1 sky_scene_length: 98500 sky_scene_overlap: 4096 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 3.0 data_length_for_ambiguous_doppler_estimate : 3.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 1 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 150.0 azimuth_pixel_spacing : 150.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.8 kaiser_azimuth : 2.9 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } } beam {

beam_name : W2 sky_scene_length: 98500 sky_scene_overlap: 4096 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 3.0 data_length_for_ambiguous_doppler_estimate : 3.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 1 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 150.0 azimuth_pixel_spacing : 150.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.8 kaiser_azimuth : 2.9 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } } beam { beam_name : W3 sky_scene_length: 45000 sky_scene_overlap: 4000 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 3.0 data_length_for_ambiguous_doppler_estimate : 3.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 1 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 150.0 azimuth_pixel_spacing : 150.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.8 kaiser_azimuth : 2.9 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } }

beam { beam_name : EL1 sky_scene_length: 45000 sky_scene_overlap: 4000 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 3.0 data_length_for_ambiguous_doppler_estimate : 3.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 1 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 100.0 azimuth_pixel_spacing : 100.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.8 kaiser_azimuth : 2.9 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } } beam { beam_name : EH1 sky_scene_length: 45000 sky_scene_overlap: 4000 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 6.0 data_length_for_ambiguous_doppler_estimate : 6.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 2 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 100.0 azimuth_pixel_spacing : 100.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.8 kaiser_azimuth : 2.9 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8

} } beam { beam_name : EH2 sky_scene_length: 45000 sky_scene_overlap: 4000 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 6.0 data_length_for_ambiguous_doppler_estimate : 6.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 2 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 100.0 azimuth_pixel_spacing : 100.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.8 kaiser_azimuth : 2.9 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } } beam { beam_name : EH3 sky_scene_length: 45000 sky_scene_overlap: 4000 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 6.0 data_length_for_ambiguous_doppler_estimate : 6.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 2 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 100.0 azimuth_pixel_spacing : 100.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.8 kaiser_azimuth : 2.9 range_block_average_factor : 1

azimuth_block_average_factor : 1 range_decimation_factor : 8 } } beam { beam_name : EH4 sky_scene_length: 45000 sky_scene_overlap: 4000 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 6.0 data_length_for_ambiguous_doppler_estimate : 6.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 2 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 100.0 azimuth_pixel_spacing : 100.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.8 kaiser_azimuth : 2.9 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } } beam { beam_name : EH5 sky_scene_length: 45000 sky_scene_overlap: 4000 CLParameters { amb iguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 6.0 data_length_for_ambiguous_doppler_estimate : 6.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 2 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 100.0 azimuth_pixel_spacing : 100.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.8

kaiser_azimuth : 2.9 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } } beam { beam_name : EH6 sky_scene_length: 45000 sky_scene_overlap: 4000 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 6.0 data_length_for_ambiguous_doppler_estimate : 6.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 2 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 100.0 azimuth_pixel_spacing : 100.0 range_looks : 1 azimuth_looks : 4 kaiser_range : 2.8 kaiser_azimuth : 2.9 range_block_average_factor : 1 azimuth_block_average_factor : 1 range_decimation_factor : 8 } } beam { beam_name : SNA sky_scene_length: 65000 sky_scene_overlap: 4000 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 3.0 data_length_for_ambiguous_doppler_estimate : 3.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 2 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 300.0 azimuth_pixel_spacing : 75.0 range_looks : 1

azimuth_looks : 2 kaiser_range : 2.8 kaiser_azimuth : 2.9 range_block_average_factor : 1 azimuth_block_average_factor : 4 range_decimation_factor : 16 } } beam { beam_name : SNB sky_scene_length: 65000 sky_scene_overlap: 4000 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 3.0 data_length_for_ambiguous_doppler_estimate : 3.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 2 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 300.0 azimuth_pixel_spacing : 75.0 range_looks : 1 azimuth_looks : 2 kaiser_range : 2.8 kaiser_azimuth : 2.9 range_block_average_factor : 1 azimuth_block_average_factor : 4 range_decimation_factor : 16 } } beam { beam_name : SWA sky_scene_length: 95000 sky_scene_overlap: 4000 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 3.0 data_length_for_ambiguous_doppler_estimate : 3.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 2 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 500.0

azimuth_pixel_spacing : 125.0 range_looks : 1 azimuth_looks : 2 kaiser_range : 2.8 kaiser_azimuth : 2.9 range_block_average_factor : 1 azimuth_block_average_factor : 4 range_decimation_factor : 32 } } beam { beam_name : SWB sky_scene_length: 95000 sky_scene_overlap: 4000 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 3.0 data_length_for_ambiguous_doppler_estimate : 3.0 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 2 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 500.0 azimuth_pixel_spacing : 125.0 range_looks : 1 azimuth_looks : 2 kaiser_range : 2.8 kaiser_azimuth : 2.9 range_block_average_factor : 1 azimuth_block_average_factor : 4 range_decimation_factor : 32 } } } satellite { sensor_name : LSAT7 ellipsoid_name : GEM6 ber_threshold : 1.0E-2 granule_break_distance : 100 sky_ber_distance : 400 sky_location_distance : 600 beam { beam_name : LSAT7 sky_scene_length: 600 sky_scene_overlap: 0 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6

maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 2.4 data_length_for_ambiguous_doppler_estimate : 2.4 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 1 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 100.0 azimuth_pixel_spacing : 100.0 range_looks : 1 azimu th_looks : 4 color_image : 1 gray_band : 2 red_band : 3 green_band : 2 blue_band :1 } } beam { beam_name : FMT1 sky_scene_length: 600 sky_scene_overlap: 0 CLParameters { ambiguous_doppler_algorithm : CDE ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 2.4 data_length_for_ambiguous_doppler_estimate : 2.4 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 1 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 100.0 azimuth_pixel_spacing : 100.0 range_looks : 1 azimuth_looks : 1 color_image : 1 gray_band : 2 red_band : 3 green_band : 2 blue_band :1 } } beam { beam_name : FMT2 sky_scene_length: 600 sky_scene_overlap: 0 CLParameters { ambiguous_doppler_algorithm : CDE

ambiguity_number_algorithm : MLXX minimum_ambiguity_nr_estimates : 6 maximum_spacing_bw_ambiguity_nr_estimates : 60.0 spacing_bw_ambiguous_doppler_estimates : 15.0 data_length_for_ambiguity_nr_estimate : 2.4 data_length_for_ambiguous_doppler_estimate : 2.4 ratio_algorithm_flag : 1 ratio_algorithm_iterations : 1 doppler_plot_flag : 1 } QLParameters { range_pixel_spacing : 100.0 azimuth_pixel_spacing : 100.0 range_looks : 1 azimuth_looks : 4 color_image : 0 gray_band : 8 red_band : 8 green_band : 7 blue_band :6 } } } satellite { sensor_name : CALLOWAY ber_threshold : 1.0 ellipsoid_name : GEM6 sky_ber_distance : 10000 sky_location_distance : 25000 granule_break_distance : 100 } }

Appendix C: Example PAP File ;###FILENAME: m0000022.pap ;###SPACECRAFT_IDENTIFIER: RADARSAT_1 ;###FILE_CREATION_TIME: 2000-046-22:27:24.000 ;###FILE_SOURCE: MCS ;###FILE_DEST: UFDROC ;###FILE_TYPE: PAYLOAD_PARAMETERS ;*********************************************************** ## thie .pap file is good for MAMM processing of ST1, ST2, ST5, ST6, EL1, and FN1 ## added a noise vector subtraction to ST2 and flattened out the pattern some more. ## RWA July 24, 2001 ## refined ST6 pattern some more ## RWA August 20, 2001 ## added noise subtraction for ST6 ## RWA August 21, 2001 ## refined ST1 Pattern some more ## RWA August 28, 2001 ## added noise vector subtraction for ST1 ## RWA August 29, 2001 ## refined ST5 pattern's gain and increment ## RWA October 2, 2001 ## added noise subtraction for ST5 and refined pattern some more ## RWA October 3, 2001 ## first refinement of ST7 pattern and increment modification ## RWA October 8, 2001 ## second refinement of ST7 pattern ## RWA October 15, 2001 ## added noise subtraction for ST7 ## RWA October 16, 2001 ## first refinement of EL1 pattern ## RWA October 30, 2001 ## second refinement of EL1 pattern ## RWA October 31, 2001 ## third refinement of EL1 pattern ## RWA November 1, 2001 ## added noise subtraction for EL1 ## RWA November 5, 2001 PAYLOAD_PARAM_REF = P0000022 EFFECTIVE_STARTING_TIME = 1995-298-22:00:17.000 begin CHIRP = 1 REPLICA_ENERGY_REF_LEVEL = 65.000000 CAL1_CAL2_DIFF_REF_LEVEL = 0.000000 THERMAL_NOISE_REF_LEVEL = -20.940001 GAIN_CORCTN_FACTOR = 0.095148 array REPLICA_AMPL_COEFS = 1.000000 0.000000

0.000000 0.000000 end array REPLICA_PHASE_COEFS = 0.000000 0.000000 -3.607000E+11 0.000000 end array REPLICA_AMPL_ERR_COEFS = 0.000000 0.000000 0.000000 0.000000 end array REPLICA_PHASE_ERR_COEFS = 0.000000 0.000000 0.000000 0.000000 end end begin CHIRP = 2 REPLICA_ENERGY_REF_LEVEL = 65.000000 CAL1_CAL2_DIFF_REF_LEVEL = 0.000000 THERMAL_NOISE_REF_LEVEL = -23.500000 GAIN_CORCTN_FACTOR = 0.095148 array REPLICA_AMPL_COEFS = 1.000000 0.000000 0.000000 0.000000 end array REPLICA_PHASE_COEFS = 0.000000 0.000000 -2.080500E+11 0.000000 end array REPLICA_AMPL_ERR_COEFS = 0.000000 0.000000 0.000000 0.000000 end array REPLICA_PHASE_ERR_COEFS = 0.000000 0.000000 0.000000 0.000000 end end begin CHIRP = 3 REPLICA_ENERGY_REF_LEVEL = 65.000000 CAL1_CAL2_DIFF_REF_LEVEL = 0.000000 THERMAL_NOISE_REF_LEVEL = -25.020000 GAIN_CORCTN_FACTOR = 0.095148 array REPLICA_AMPL_COEFS = 1.000000

0.000000 0.000000 0.000000 end array REPLICA_PHASE_COEFS = 0.000000 0.000000 -1.396100E+11 0.000000 end array REPLICA_AMPL_ERR_COEFS = 0.000000 0.000000 0.000000 0.000000 end array REPLICA_PHASE_ERR_COEFS = 0.000000 0.000000 0.000000 0.000000 end end begin BEAM_SLOT = 1 BEAM_TYPE = S1 begin ELEV_BEAM_PATTERN = ELEV_BEAM_TABLE_INCR = 0.033434 ELEV_BEAM_TABLE_SIZE = 255 NOM_BEAM_LOOK_ANGLE = 20.25 array ELEV_BEAM_PAT_TABLE = -7.236985 -7.037030 -6.838387 -6.641332 -6.446122 -6.252999 -6.062187 -5.873897 -5.688320 -5.505633 -5.325999 -5.149569 -4.976477 -4.806844 -4.640781 -4.478385 -4.319741 -4.164922 -4.013992 -3.867004 -3.724000 -3.585012 -3.450065 -3.319173

-3.192340 -3.069571 -2.950850 -2.836166 -2.725490 -2.618797 -2.516047 -2.417201 -2.322208 -2.231019 -2.143575 -2.059815 -1.979671 -1.903075 -1.829952 -1.760224 -1.693816 -1.630638 -1.570611 -1.513646 -1.459654 -1.408545 -1.360224 -1.314600 -1.271578 -1.231062 -1.192958 -1.157169 -1.123600 -1.092155 -1.062736 -1.035254 -1.009606 -0.985705 -0.963456 -0.942769 -0.923552 -0.905718 -0.889179 -0.873850 -0.859649 -0.846490 -0.834300 -0.822998 -0.812509 -0.802763 -0.793685 -0.785213 -0.777280 -0.769824 -0.762784

-0.756105 -0.749733 -0.743617 -0.737709 -0.731964 -0.726340 -0.720796 -0.715299 -0.709812 -0.704310 -0.698762 -0.693142 -0.687432 -0.681615 -0.675671 -0.669589 -0.663360 -0.656974 -0.650426 -0.643719 -0.636844 -0.629812 -0.622623 -0.615287 -0.607809 -0.600204 -0.592481 -0.584660 -0.576750 -0.568774 -0.560749 -0.552694 -0.544632 -0.536583 -0.528571 -0.520619 -0.512748 -0.504984 -0.497347 -0.489865 -0.482555 -0.475439 -0.468541 -0.461880 -0.455472 -0.449335 -0.443482 -0.437925 -0.432677 -0.427742 -0.423124

-0.418826 -0.414843 -0.411169 -0.407794 -0.404703 -0.401873 -0.399281 -0.396899 -0.394684 -0.392599 -0.390592 -0.388608 -0.386585 -0.384450 -0.382126 -0.379523 -0.376550 -0.373097 -0.369056 -0.374674 -0.371929 -0.369854 -0.368291 -0.367094 -0.366123 -0.365253 -0.364366 -0.363356 -0.362124 -0.360584 -0.358655 -0.356267 -0.353357 -0.349871 -0.345764 -0.340996 -0.335536 -0.329361 -0.322451 -0.314796 -0.306392 -0.297240 -0.287348 -0.276729 -0.265401 -0.253386 -0.240715 -0.227418 -0.213535 -0.199108 -0.184179

-0.168802 -0.153028 -0.136913 -0.120518 -0.103906 -0.087139 -0.070289 -0.053426 -0.036621 -0.019951 -0.003492 0.012682 0.028485 0.043835 0.058656 0.072859 0.086363 0.099084 0.110931 0.121823 0.131671 0.140390 0.147894 0.154097 0.158911 0.162254 0.164038 0.164180 0.162598 0.159208 0.153931 0.146683 0.137389 0.125968 0.112345 0.096446 0.078197 0.057530 0.034371 0.008656 -0.019681 -0.050704 -0.084474 -0.121049 -0.160487 -0.202842 -0.248165 -0.296507 -0.347912 -0.402427 -0.460090

-0.520944 -0.585022 -0.652360 -0.722984 -0.796928 -0.874209 -0.954856 -1.038884 -1.126310 -1.217144 -1.311402 -1.409085 -1.510201 -1.614747 -1.722723 -1.834124 -1.948941 -2.067161 -2.188774 -2.313759 -2.442097 -2.573763 -2.708733 -2.846975 -2.988458 -3.133149 -3.281007 end end end begin BEAM_SLOT = 2 BEAM_TYPE = S2 begin ELEV_BEAM_PATTERN = ELEV_BEAM_TABLE_INCR = 0.029421 ELEV_BEAM_TABLE_SIZE = 255 NOM_BEAM_LOOK_ANGLE = 24.136467 array ELEV_BEAM_PAT_TABLE = -4.548528 -4.409050 -4.273273 -4.141230 -4.012947 -3.888444 -3.767727 -3.650800 -3.537657 -3.428287 -3.322673 -3.220789 -3.122606 -3.028089 -2.937196

-2.849882 -2.766096 -2.685787 -2.608890 -2.535348 -2.465093 -2.398056 -2.334164 -2.273342 -2.215514 -2.160599 -2.108515 -2.059180 -2.012505 -1.968407 -1.926798 -1.887587 -1.850686 -1.816004 -1.783452 -1.752938 -1.724372 -1.697664 -1.672723 -1.649459 -1.627784 -1.607609 -1.588849 -1.571414 -1.555220 -1.540186 -1.526228 -1.513267 -1.501221 -1.490016 -1.479576 -1.469829 -1.460702 -1.452127 -1.444037 -1.436371 -1.429064 -1.422058 -1.415296 -1.408725 -1.402292 -1.395949 -1.389651 -1.383353 -1.377016 -1.370601

-1.364075 -1.357404 -1.350560 -1.343515 -1.336248 -1.328737 -1.320965 -1.312914 -1.304575 -1.295936 -1.286991 -1.277736 -1.268167 -1.258287 -1.248097 -1.237605 -1.226817 -1.215744 -1.204396 -1.192789 -1.180940 -1.168866 -1.156586 -1.144124 -1.131499 -1.118739 -1.105870 -1.092914 -1.079905 -1.066868 -1.053833 -1.040831 -1.027892 -1.015046 -1.002326 -0.989759 -0.977378 -0.965212 -0.953291 -0.941641 -0.930293 -0.919271 -0.908598 -0.898301 -0.888395 -0.878904 -0.869841 -0.861222 -0.853056 -0.845351 -0.838111

-0.831338 -0.825026 -0.819170 -0.813755 -0.808766 -0.804181 -0.799973 -0.796106 -0.792546 -0.789243 -0.786147 -0.783199 -0.780335 -0.777476 -0.774546 -0.771452 -0.768096 -0.764369 -0.760157 -0.755331 -0.749756 -0.743282 -0.755815 -0.751842 -0.748138 -0.744606 -0.741161 -0.737720 -0.734213 -0.730568 -0.726725 -0.722626 -0.718220 -0.713460 -0.708307 -0.702723 -0.696679 -0.690145 -0.683099 -0.675524 -0.667404 -0.658728 -0.649489 -0.639683 -0.629310 -0.618372 -0.606875 -0.594827 -0.582239 -0.569124 -0.555500

-0.541383 -0.526795 -0.511758 -0.496295 -0.480434 -0.464202 -0.447627 -0.430741 -0.413575 -0.396162 -0.378538 -0.360736 -0.342792 -0.324744 -0.306630 -0.288487 -0.270354 -0.252270 -0.234276 -0.216410 -0.198714 -0.181228 -0.163992 -0.147046 -0.130433 -0.114191 -0.098362 -0.082987 -0.068106 -0.053757 -0.039982 -0.026819 -0.014310 -0.002494 0.008594 0.018913 0.028426 0.037094 0.044881 0.051749 0.057663 0.062585 0.066482 0.069314 0.071051 0.071656 0.071092 0.069329 0.066332 0.062067 0.056498

0.049595 0.041322 0.031649 0.020539 0.007961 -0.006119 -0.021733 -0.038917 -0.057705 -0.078130 -0.100228 -0.124034 -0.149583 -0.176913 -0.206059 -0.237063 -0.269961 -0.304794 -0.341604 -0.380433 -0.421325 -0.464325 -0.509479 -0.556837 -0.606448 -0.658366 -0.712643 -0.769339 -0.828508 -0.890216 -0.954524 -1.021498 -1.091210 -1.163731 -1.239137 -1.317506 end end end begin BEAM_SLOT = 3 BEAM_TYPE = S3 begin ELEV_BEAM_PATTERN = ELEV_BEAM_TABLE_INCR = 0.033980 ELEV_BEAM_TABLE_SIZE = 255 NOM_BEAM_LOOK_ANGLE = 29.783211 array ELEV_BEAM_PAT_TABLE = -7.460281 -7.218550 -6.981877 -6.750230 -6.523576 -6.301881

-6.085114 -5.873242 -5.666231 -5.464048 -5.266662 -5.074039 -4.886147 -4.702951 -4.524422 -4.350524 -4.181225 -4.016493 -3.856296 -3.700598 -3.549369 -3.402575 -3.260185 -3.122164 -2.988480 -2.859100 -2.733992 -2.613122 -2.496458 -2.383967 -2.275617 -2.171375 -2.071207 -1.975080 -1.882964 -1.794813 -1.710569 -1.630171 -1.553558 -1.480670 -1.411445 -1.345822 -1.283741 -1.225141 -1.169960 -1.118139 -1.069615 -1.024328 -0.982218 -0.943223 -0.907282 -0.874333 -0.844267 -0.816930 -0.792165 -0.769815 -0.749724

-0.731735 -0.715690 -0.701434 -0.688810 -0.677661 -0.667830 -0.659159 -0.651495 -0.644678 -0.638552 -0.632961 -0.627753 -0.622843 -0.618183 -0.613727 -0.609430 -0.605246 -0.601128 -0.597031 -0.592909 -0.588717 -0.584406 -0.579935 -0.575253 -0.570318 -0.565082 -0.559498 -0.553524 -0.547116 -0.540265 -0.532973 -0.525242 -0.517073 -0.508469 -0.499431 -0.489960 -0.480060 -0.469730 -0.458974 -0.447794 -0.436190 -0.424164 -0.411720 -0.398857 -0.385579 -0.371885 -0.357775 -0.343246 -0.328296 -0.312923 -0.297124

-0.280897 -0.264241 -0.247152 -0.229628 -0.211668 -0.193269 -0.174428 -0.155144 -0.135414 -0.115236 -0.094608 -0.073543 -0.052086 -0.030285 -0.008188 0.014157 0.036701 0.059396 0.082195 0.105048 0.127907 0.150725 0.173453 0.196042 0.218446 0.240614 0.262500 0.284056 0.305252 0.326087 0.346556 0.366659 0.386392 0.405753 0.424739 0.443349 0.461579 0.479427 0.496892 0.513969 0.530658 0.546955 0.562858 0.578366 0.593472 0.608149 0.622346 0.636016 0.649110 0.661578 0.673372

0.684442 0.694740 0.704215 0.712821 0.720506 0.727224 0.732924 0.737557 0.741074 0.743427 0.744563 0.744406 0.742868 0.739862 0.735300 0.729095 0.721159 0.711404 0.699744 0.686090 0.670355 0.652452 0.632293 0.609789 0.584856 0.557404 0.527345 0.494604 0.459154 0.420980 0.380069 0.336405 0.289973 0.240760 0.188751 0.133933 0.076289 0.015807 -0.047529 -0.113732 -0.182818 -0.254800 -0.329694 -0.407513 -0.488282 -0.572052 -0.658875 -0.748806 -0.841899 -0.938208 -1.037785

-1.140685 -1.246963 -1.356670 -1.469862 -1.586593 -1.706915 -1.830883 -1.958550 -2.089972 -2.225200 -2.364344 -2.507584 -2.655108 -2.807106 -2.963763 -3.125269 -3.291812 -3.463581 -3.640761 -3.823543 -4.012113 -4.206660 -4.407373 -4.614438 -4.828045 -5.048380 -5.275633 -5.509992 -5.751643 -6.000775 -6.257577 -6.522237 -6.794942 -7.075881 -7.365241 -7.663210 -7.969978 -8.285731 -8.610658 -8.944946 -9.288785 -9.642361 -10.005863 -10.379479 -10.763397 end end end begin BEAM_SLOT = 4 BEAM_TYPE = S4 begin ELEV_BEAM_PATTERN =

ELEV_BEAM_TABLE_INCR = 0.037019 ELEV_BEAM_TABLE_SIZE = 255 NOM_BEAM_LOOK_ANGLE = 31.875797 array ELEV_BEAM_PAT_TABLE = -16.769688 -16.416058 -16.065258 -15.717051 -15.371256 -15.027576 -14.685884 -14.346039 -14.007909 -13.671414 -13.336419 -13.003001 -12.671153 -12.340796 -12.012133 -11.685242 -11.360202 -11.037157 -10.716207 -10.397572 -10.081388 -9.767782 -9.457023 -9.149229 -8.844555 -8.543159 -8.245166 -7.950795 -7.660190 -7.373443 -7.090725 -6.812140 -6.537761 -6.267735 -6.002157 -5.741120 -5.484626 -5.232763 -4.985649 -4.743294 -4.505733 -4.273024 -4.045248 -3.822402 -3.604364 -3.391307 -3.183284 -2.980183

-2.782014 -2.588774 -2.401065 -2.216340 -2.028769 -1.876214 -1.742552 -1.588603 -1.440943 -1.302719 -1.170436 -1.056847 -0.963240 -0.863942 -0.756067 -0.636423 -0.553448 -0.482359 -0.398890 -0.319657 -0.244890 -0.174182 -0.107998 -0.048749 -0.006442 0.035758 0.081518 0.123331 0.162341 0.198585 0.227379 0.253891 0.282899 0.309491 0.332686 0.350362 0.368345 0.386344 0.401664 0.416131 0.429022 0.433800 0.434641 0.433129 0.428817 0.421882 0.412402 0.402823 0.391837 0.377478 0.361841

0.345200 0.327431 0.311228 0.296352 0.278510 0.260410 0.242975 0.226345 0.210727 0.196280 0.184588 0.176283 0.172772 0.167299 0.161395 0.159194 0.159313 0.161745 0.166941 0.174732 0.185066 0.198191 0.212300 0.226247 0.244731 0.266374 0.289911 0.315915 0.342789 0.366638 0.395171 0.428392 0.462694 0.498715 0.535771 0.567637 0.601821 0.642086 0.682075 0.724161 0.771138 0.806550 0.837265 0.875448 0.914529 0.952571 0.984220 1.018614 1.057117 1.094241 1.130644

1.166069 1.195138 1.223234 1.254840 1.284327 1.311672 1.337111 1.357559 1.374384 1.392162 1.407457 1.419665 1.429001 1.435210 1.438251 1.439223 1.437474 1.432580 1.424341 1.413795 1.402603 1.386833 1.366796 1.343741 1.317066 1.287675 1.260791 1.228839 1.189478 1.146033 1.098899 1.048551 0.992841 0.936400 0.885667 0.823189 0.751403 0.676400 0.596123 0.513285 0.441118 0.358860 0.261641 0.161499 0.056451 -0.053571 -0.150140 -0.250763 -0.372961 -0.499166 -0.629470

-0.766839 -0.890970 -1.009434 -1.155385 -1.308631 -1.465063 -1.629294 -1.783491 -1.920578 -2.097553 -2.286757 -2.466618 -2.652321 -2.843698 -3.040454 -3.242753 -3.450640 -3.664167 -3.883384 -4.108359 -4.339342 -4.576314 -4.819304 -5.068571 -5.324166 -5.586140 -5.854785 -6.130200 -6.412491 -6.701915 -6.998622 -7.302835 -7.614805 -7.934706 -8.262901 -8.599693 -8.945301 -9.300273 -9.664968 -10.039681 -10.425213 -10.822030 -11.230607 -11.652011 -12.086886 -12.536106 -13.001056 -13.482594 -13.982285 -14.502090 -15.043288

-15.608685 -16.201050 -16.822485 end end end begin BEAM_SLOT = 5 BEAM_TYPE = S5 begin ELEV_BEAM_PATTERN = ELEV_BEAM_TABLE_INCR = 0.028400 ELEV_BEAM_TABLE_SIZE = 255 NOM_BEAM_LOOK_ANGLE = 34.006800 array ELEV_BEAM_PAT_TABLE = -8.004138 -7.758452 -7.518339 -7.283668 -7.054310 -6.830142 -6.611048 -6.396915 -6.187633 -5.983103 -5.783221 -5.587895 -5.397033 -5.210550 -5.028359 -4.850382 -4.676544 -4.506768 -4.340987 -4.179130 -4.021136 -3.866941 -3.716485 -3.569712 -3.426565 -3.286994 -3.150945 -3.018371 -2.889223 -2.763456 -2.641026 -2.521889 -2.406004 -2.293331 -2.183830 -2.077463 -1.974191 -1.873980 -1.776791

-1.682592 -1.591345 -1.503016 -1.417571 -1.334977 -1.255200 -1.178206 -1.103961 -1.032433 -0.963586 -0.897388 -0.833805 -0.772802 -0.714343 -0.658395 -0.604923 -0.553889 -0.505257 -0.458990 -0.415050 -0.373400 -0.333999 -0.296808 -0.261786 -0.228890 -0.198082 -0.169314 -0.142545 -0.117730 -0.094823 -0.073776 -0.054543 -0.037074 -0.021322 -0.007235 0.005239 0.016151 0.025553 0.033500 0.040048 0.045251 0.049166 0.051850 0.053361 0.053758 0.053101 0.051449 0.048864 0.045406 0.041138 0.036123

0.030422 0.024099 0.017217 0.009842 0.002036 -0.006136 -0.014610 -0.023321 -0.032207 -0.041202 -0.050243 -0.059266 -0.068209 -0.077009 -0.085605 -0.093936 -0.101939 -0.109558 -0.116733 -0.123408 -0.129525 -0.135031 -0.139872 -0.143998 -0.147358 -0.149905 -0.151592 -0.152375 -0.152215 -0.151071 -0.148908 -0.145690 -0.141388 -0.135975 -0.129424 -0.121715 -0.112830 -0.102756 -0.091480 -0.078998 -0.065307 -0.050410 -0.034313 -0.017029 0.001427 0.021034 0.041763 0.063582 0.086453 0.110333 0.135170

0.160908 0.187485 0.214830 0.242866 0.271510 0.300669 0.330244 0.360129 0.390209 0.420358 0.450446 0.480331 0.509864 0.538883 0.567222 0.594700 0.621127 0.646305 0.670024 0.692062 0.758316 0.772116 0.787314 0.803612 0.820728 0.838400 0.856379 0.874434 0.892349 0.909920 0.926959 0.943292 0.958758 0.973205 0.986494 0.998501 1.009108 1.018209 1.025709 1.031519 1.035560 1.037763 1.038065 1.036410 1.032749 1.027040 1.019247 1.009337 0.997285 0.983070 0.966673

0.948082 0.927287 0.904281 0.879057 0.851614 0.821953 0.790074 0.755979 0.719672 0.681155 0.640434 0.597512 0.552392 0.505077 0.455568 0.403867 0.349971 0.293879 0.235584 0.175079 0.112355 0.047399 -0.019806 -0.089278 -0.161039 -0.235115 -0.311538 -0.390339 -0.471558 -0.555235 -0.641420 -0.730163 -0.821520 -0.915553 -1.012328 -1.111916 -1.214395 -1.319845 -1.428356 -1.540019 -1.654934 -1.773204 -1.894941 -2.020259 -2.149280 -2.282133 -2.418950 -2.559871 -2.705041 -2.854609 -3.008735

-3.167581 -3.331316 -3.500113 -3.674152 -3.853621 -4.038711 -4.229616 -4.426544 -4.629700 -4.839297 -5.055555 -5.278697 end end end begin BEAM_SLOT = 6 BEAM_TYPE = S6 begin ELEV_BEAM_PATTERN = ELEV_BEAM_TABLE_INCR = 0.024510 ELEV_BEAM_TABLE_SIZE = 255 NOM_BEAM_LOOK_ANGLE = 38.375000 array ELEV_BEAM_PAT_TABLE = -5.741433 -5.446984 -5.162221 -4.886934 -4.620917 -4.363961 -4.115864 -3.876421 -3.645430 -3.422694 -3.208013 -3.001191 -2.802035 -2.610353 -2.425953 -2.248651 -2.078257 -1.914589 -1.757464 -1.606704 -1.462131 -1.323569 -1.190848 -1.063793 -0.942240 -0.826020 -0.714971 -0.608931 -0.507742 -0.411245

-0.319290 -0.231722 -0.148394 -0.069158 0.006131 0.077613 0.145429 0.209714 0.270605 0.328232 0.382724 0.434209 0.482812 0.528656 0.571856 0.612535 0.650803 0.686773 0.720557 0.752259 0.781987 0.809841 0.835921 0.860326 0.883150 0.904485 0.924422 0.943049 0.960451 0.976711 0.991910 1.006126 1.019436 1.031912 1.043627 1.054650 1.065046 1.074882 1.084218 1.093116 1.101633 1.109826 1.117745 1.125445 1.132972 1.140376 1.147700 1.154987 1.162278 1.169611 1.177023

1.184548 1.192219 1.200067 1.208118 1.216402 1.224941 1.233758 1.242875 1.252309 1.262080 1.272200 1.282685 1.293545 1.304791 1.316429 1.328468 1.340911 1.353761 1.367019 1.380687 1.394761 1.409239 1.424115 1.439382 1.455033 1.471057 1.487446 1.504184 1.521261 1.538659 1.556362 1.574354 1.592613 1.611121 1.629856 1.648795 1.667914 1.687188 1.706591 1.726095 1.745674 1.765296 1.784932 1.804551 1.824121 1.843608 1.862978 1.882199 1.901231 1.920042 1.938592

1.956846 1.974764 1.992307 2.009435 2.026110 2.042290 2.057934 2.073001 2.087448 2.101234 2.114316 2.126650 2.138196 2.148907 2.158741 2.167654 2.175603 2.182543 2.188431 2.193223 2.196875 2.199343 2.200585 2.200555 2.199211 2.196511 2.192411 2.186870 2.179845 2.171294 2.161179 2.149456 2.136087 2.121032 2.104253 2.085711 2.065371 2.043193 2.019144 1.993190 1.965295 1.935427 1.903554 1.869646 1.833673 1.795605 1.755418 1.713083 1.668576 1.621875 1.572958

1.521803 1.468392 1.412708 1.354734 1.294458 1.231866 1.166947 1.099694 1.030100 0.958159 0.883869 0.807230 0.728241 0.646908 0.563236 0.477232 0.388908 0.298276 0.205352 0.110154 0.012702 -0.086980 -0.188866 -0.292928 -0.399133 -0.507447 -0.617832 -0.730247 -0.844647 -0.960986 -1.079213 -1.199273 -1.321108 -1.444658 -1.569857 -1.696636 -1.824924 -1.954644 -2.085714 -2.218050 -2.351565 -2.486163 -2.621748 -2.758218 -2.895467 -3.033382 -3.171849 -3.310746 -3.449946 -3.589321 -3.728733

-3.868041 -4.007097 -4.145752 -4.283846 -4.421215 -4.557692 -4.693100 -4.827259 -4.959980 -5.091072 -5.220335 -5.347561 -5.472539 -5.595051 -5.714869 -5.831761 -5.945488 -6.055804 -6.162455 -6.265180 -6.363711 end end end begin BEAM_SLOT = 7 BEAM_TYPE = S7 begin ELEV_BEAM_PATTERN = ELEV_BEAM_TABLE_INCR = 0.024000 ELEV_BEAM_TABLE_SIZE = 255 NOM_BEAM_LOOK_ANGLE = 40.348000 array ELEV_BEAM_PAT_TABLE = -0.673354 -0.912938 -1.127922 -1.320912 -1.493139 -1.645787 -1.779991 -1.896845 -1.997397 -2.082656 -2.153589 -2.211120 -2.256141 -2.289496 -2.311983 -2.324379 -2.327447 -2.321897 -2.308404 -2.287612 -2.260134

-2.226553 -2.187424 -2.143259 -2.094561 -2.041811 -1.985457 -1.925921 -1.863599 -1.798869 -1.732081 -1.663567 -1.593639 -1.522585 -1.450677 -1.378169 -1.305294 -1.232271 -1.159303 -1.086573 -1.014256 -0.942507 -0.871467 -0.801270 -0.732028 -0.663852 -0.596831 -0.531051 -0.466587 -0.403500 -0.341846 -0.281668 -0.223007 -0.165889 -0.110343 -0.056377 -0.004009 0.046762 0.095936 0.143520 0.189524 0.233965 0.276862 0.318234 0.358112 0.396524 0.433499 0.469073 0.503281 0.536165 0.567755 0.598100

0.627238 0.655210 0.682062 0.707836 0.732574 0.756323 0.779126 0.801028 0.822069 0.842293 0.861747 0.880469 0.898504 0.915889 0.932669 0.948881 0.964565 0.979760 0.994502 1.008833 1.022786 1.036397 1.049705 1.062744 1.075546 1.088153 1.100599 1.112917 1.125144 1.137318 1.149475 1.161654 1.173894 1.186238 1.198725 1.211401 1.224314 1.237511 1.251046 1.264969 1.279346 1.294230 1.309692 1.325802 1.342633 1.360270 1.378794 1.398297 1.418881 1.440652 1.463719

1.488203 1.514234 1.531953 1.561502 1.573041 1.596737 1.603810 1.622477 1.639192 1.664272 1.687793 1.714666 1.741292 1.767632 1.793658 1.819339 1.844646 1.869550 1.894024 1.918046 1.941590 1.964635 1.987154 2.009133 2.030548 2.051381 2.071614 2.091230 2.110212 2.128543 2.146212 2.163198 2.179492 2.195078 2.209942 2.224070 2.237451 2.250071 2.261918 2.272977 2.283239 2.292687 2.301311 2.309094 2.316024 2.322086 2.327266 2.331549 2.334919 2.337355 2.338845

2.339368 2.338907 2.337436 2.334936 2.331386 2.326762 2.321034 2.314178 2.306169 2.296969 2.286550 2.274879 2.261920 2.247632 2.231981 2.214920 2.196407 2.176396 2.154835 2.131674 2.106859 2.080334 2.052037 2.021906 1.989876 1.955876 1.919837 1.881680 1.841326 1.798695 1.753698 1.706249 1.656248 1.603603 1.548207 1.489961 1.428746 1.364452 1.296957 1.226142 1.151873 1.074019 0.992440 0.906996 0.817534 0.723900 0.625934 0.523475 0.416350 0.304380 0.187387

0.065177 -0.062440 -0.195670 -0.334716 -0.479793 -0.631123 -0.788933 -0.953453 -1.124925 -1.303600 -1.489735 -1.683590 -1.885441 -2.095564 -2.314248 -2.541777 -2.778457 -3.024597 -3.280521 -3.546559 -3.823044 -4.110327 -4.408754 -4.718691 -5.040517 -5.374608 -5.721356 -6.081164 -6.454444 -6.840924 end end end begin BEAM_SLOT = 8 BEAM_TYPE = W1 begin ELEV_BEAM_PATTERN = ELEV_BEAM_TABLE_INCR = 0.055575 ELEV_BEAM_TABLE_SIZE = 255 NOM_BEAM_LOOK_ANGLE = 21.783272 array ELEV_BEAM_PAT_TABLE = -57.021503 -57.021503 -57.021503 -57.021503 -57.021503 -57.021503 -57.021503 -18.053772 -17.289495 -16.553829 -15.846132 -15.165767

-14.512091 -13.884466 -13.282251 -12.704808 -12.151495 -11.621674 -11.114704 -10.629945 -10.166758 -9.724502 -9.302537 -8.900225 -8.516923 -8.151995 -7.804798 -7.474694 -7.161042 -6.863202 -6.580535 -6.312401 -6.058159 -5.817171 -5.588795 -5.372393 -5.167324 -4.972949 -4.788626 -4.613718 -4.447624 -4.290021 -4.140704 -3.999467 -3.866105 -3.740412 -3.622183 -3.511212 -3.407294 -3.310223 -3.219793 -3.135800 -3.058038 -2.986300 -2.920383 -2.860079 -2.805184 -2.755483 -2.710748 -2.670751 -2.635263 -2.604056 -2.576899

-2.553566 -2.533826 -2.517451 -2.504213 -2.493882 -2.486230 -2.481029 -2.478049 -2.477061 -2.477837 -2.480161 -2.483892 -2.488919 -2.495131 -2.502418 -2.510667 -2.519767 -2.529608 -2.540079 -2.551068 -2.562464 -2.574156 -2.586033 -2.597984 -2.609897 -2.621662 -2.633169 -2.644350 -2.655202 -2.665722 -2.675911 -2.685768 -2.695291 -2.704479 -2.713333 -2.721851 -2.730032 -2.737875 -2.745380 -2.752546 -2.759372 -2.765857 -2.772000 -2.777806 -2.783301 -2.788522 -2.793506 -2.798288 -2.802906 -2.807395 -2.811792

-2.816133 -2.820454 -2.824792 -2.829183 -2.833663 -2.838269 -2.843037 -2.848004 -2.853202 -2.858593 -2.864038 -2.869398 -2.874529 -2.879289 -2.883538 -2.887132 -2.889930 -2.891790 -2.892569 -2.892127 -2.890320 -2.887008 -2.882048 -2.875297 -2.866615 -2.855893 -2.843184 -2.828594 -2.812228 -2.794191 -2.774588 -2.753523 -2.731103 -2.707432 -2.682615 -2.656756 -2.629962 -2.602337 -2.573986 -2.545014 -2.515526 -2.485628 -2.455476 -2.425277 -2.395243 -2.365585 -2.336517 -2.308248 -2.280991 -2.254958 -2.230359

-2.207408 -2.186315 -2.167291 -2.150550 -2.136302 -2.124758 -2.116132 -2.110535 -2.107643 -2.107010 -2.108190 -2.110737 -2.114205 -2.118149 -2.122121 -2.125676 -2.128369 -2.129753 -2.129382 -2.126810 -2.121592 -2.113280 -2.101430 -2.085610 -2.065741 -2.042114 -2.015039 -1.984823 -1.951776 -1.916205 -1.878420 -1.838729 -1.797440 -1.754863 -1.711304 -1.667074 -1.622481 -1.577833 -1.533438 -1.489606 -1.446674 -1.405099 -1.365367 -1.327962 -1.293371 -1.262079 -1.234572 -1.211335 -1.192855 -1.179616 -1.172105

-1.170806 -1.176206 -1.188791 -1.209045 -1.237455 -1.274501 -1.320565 -1.375935 -1.440895 -1.515729 -1.600721 -1.696154 -1.802312 -1.919480 -2.047942 -2.187980 -2.339880 -2.503925 -2.680398 -2.869585 -3.071768 -3.287233 -3.516261 -3.759139 -4.016149 -4.287575 -4.573701 -4.874813 -5.191191 -5.523122 -5.870889 -6.234776 -6.615066 -7.012044 -7.425994 -7.857199 -8.305943 -8.772512 -9.257188 end end end begin BEAM_SLOT = 9 BEAM_TYPE = W2 begin ELEV_BEAM_PATTERN = ELEV_BEAM_TABLE_INCR = 0.043294 ELEV_BEAM_TABLE_SIZE = 255 NOM_BEAM_LOOK_ANGLE = 30.616264 array ELEV_BEAM_PAT_TABLE = -11.687300 -11.661140 -11.630241

-11.592806 -11.547274 -11.492173 -11.426017 -11.347184 -11.254573 -11.147292 -11.024570 -10.885909 -10.731427 -10.561344 -10.376025 -10.176450 -9.963863 -9.739451 -9.504469 -9.260588 -9.009499 -8.752659 -8.491481 -8.227501 -7.962221 -7.696740 -7.432075 -7.169544 -6.910014 -6.654188 -6.402725 -6.156396 -5.915662 -5.680971 -5.452728 -5.231237 -5.016771 -4.809546 -4.609726 -4.417302 -4.232567 -4.055552 -3.886243 -3.724635 -3.571987 -3.420268 -3.268002 -3.139868 -3.025846 -2.924340 -2.836586 -2.772419 -2.707564 -2.647897

-2.598583 -2.557418 -2.528612 -2.501826 -2.473963 -2.459523 -2.449265 -2.442322 -2.437696 -2.433295 -2.430423 -2.429292 -2.430048 -2.432708 -2.438908 -2.447162 -2.454905 -2.457596 -2.460236 -2.463127 -2.465900 -2.467373 -2.466716 -2.463053 -2.456331 -2.447450 -2.432241 -2.410951 -2.383108 -2.347567 -2.315406 -2.276448 -2.229391 -2.179534 -2.135942 -2.085959 -2.028517 -1.969919 -1.906822 -1.843234 -1.784063 -1.734398 -1.675389 -1.615582 -1.556893 -1.498988 -1.452649 -1.393314 -1.325853 -1.267276 -1.219691

-1.168466 -1.114339 -1.063383 -1.014879 -0.968474 -0.927250 -0.893967 -0.856404 -0.821245 -0.789366 -0.760731 -0.739230 -0.717640 -0.696858 -0.679512 -0.667271 -0.656043 -0.646424 -0.640276 -0.641240 -0.648239 -0.656886 -0.663682 -0.671998 -0.681044 -0.690023 -0.698937 -0.711079 -0.725246 -0.741871 -0.760713 -0.778309 -0.800588 -0.825552 -0.851084 -0.876765 -0.902170 -0.924504 -0.943332 -0.964628 -0.984123 -1.001636 -1.016705 -1.027546 -1.037097 -1.045514 -1.053070 -1.060617 -1.066309 -1.070883 -1.074228

-1.074777 -1.071700 -1.065858 -1.057041 -1.043403 -1.026985 -1.008221 -0.988638 -0.971441 -0.950065 -0.926881 -0.902882 -0.877732 -0.855429 -0.834742 -0.812952 -0.785600 -0.763265 -0.737546 -0.708192 -0.680938 -0.652952 -0.628231 -0.605027 -0.577838 -0.551635 -0.526105 -0.502799 -0.484014 -0.462793 -0.442707 -0.424663 -0.408582 -0.396511 -0.384598 -0.372776 -0.362464 -0.353088 -0.345665 -0.339485 -0.333415 -0.329160 -0.326934 -0.326733 -0.328537 -0.333155 -0.341380 -0.350341 -0.356773 -0.362389 -0.371018

-0.383336 -0.399245 -0.418830 -0.442241 -0.469564 -0.500877 -0.536264 -0.575888 -0.619757 -0.667905 -0.720623 -0.777855 -0.839707 -0.906294 -0.977700 -1.054018 -1.135325 -1.221710 -1.313318 -1.410230 -1.512567 -1.620428 -1.733837 -1.852885 -1.977731 -2.108513 -2.245305 -2.388203 -2.537285 -2.692642 -2.854404 -3.022799 -3.197811 -3.379514 -3.568166 -3.763698 -3.966326 -4.176187 -4.393291 -4.617877 -4.849973 -5.089653 -5.337053 -5.592272 -5.855337 -6.126343 -6.405488 -6.692656 end end end

begin BEAM_SLOT = 10 BEAM_TYPE = W3 begin ELEV_BEAM_PATTERN = ELEV_BEAM_TABLE_INCR = 0.033961 ELEV_BEAM_TABLE_SIZE = 255 NOM_BEAM_LOOK_ANGLE = 36.516930 array ELEV_BEAM_PAT_TABLE = -8.799123 -8.556334 -8.318897 -8.086766 -7.859836 -7.638017 -7.421255 -7.209466 -7.002602 -6.800499 -6.603144 -6.410519 -6.222450 -6.038898 -5.859793 -5.685040 -5.514528 -5.348221 -5.186099 -5.028074 -4.874070 -4.723963 -4.577686 -4.435205 -4.296519 -4.161551 -4.030101 -3.902219 -3.777921 -3.657011 -3.539467 -3.425239 -3.314289 -3.206593 -3.102053 -3.000640 -2.902258 -2.806880 -2.714471 -2.624976 -2.538374 -2.454554 -2.373513 -2.295245 -2.219657

-2.146714 -2.076358 -2.008566 -1.943280 -1.880419 -1.819757 -1.764885 -1.713084 -1.650465 -1.588397 -1.534400 -1.485453 -1.441868 -1.408050 -1.378590 -1.347075 -1.318449 -1.293610 -1.275593 -1.261601 -1.247688 -1.232771 -1.216079 -1.200020 -1.184557 -1.169467 -1.156048 -1.145315 -1.132933 -1.119153 -1.105260 -1.092671 -1.082691 -1.075395 -1.070617 -1.066675 -1.064194 -1.063688 -1.064920 -1.067814 -1.071356 -1.076064 -1.083003 -1.090340 -1.097428 -1.108676 -1.122000 -1.131791 -1.141175 -1.151378 -1.160737

-1.169236 -1.177133 -1.184005 -1.189332 -1.194785 -1.200449 -1.205510 -1.210121 -1.214401 -1.218009 -1.220921 -1.224132 -1.227402 -1.230455 -1.233351 -1.236097 -1.238182 -1.239671 -1.240810 -1.241095 -1.240292 -1.238066 -1.234510 -1.230350 -1.224433 -1.215875 -1.205071 -1.191987 -1.175901 -1.158175 -1.140847 -1.120537 -1.096671 -1.071209 -1.043891 -1.013835 -0.984479 -0.957114 -0.927031 -0.894829 -0.861069 -0.828898 -0.800779 -0.767882 -0.730859 -0.693836 -0.656165 -0.617280 -0.582348 -0.550810 -0.513170

-0.473113 -0.433613 -0.393815 -0.353933 -0.319776 -0.287102 -0.248437 -0.209243 -0.170946 -0.132700 -0.095852 -0.065354 -0.034204 0.001391 0.035713 0.069175 0.106085 0.138934 0.160726 0.182789 0.205868 0.226364 0.244900 0.261706 0.277150 0.291279 0.302678 0.312816 0.324355 0.335580 0.346101 0.354231 0.360272 0.365311 0.367481 0.365865 0.360041 0.350147 0.336357 0.320738 0.305523 0.286538 0.263729 0.239592 0.215771 0.195462 0.173521 0.148801 0.118965 0.085181 0.049122

0.010188 -0.031807 -0.070139 -0.108305 -0.156078 -0.208106 -0.262965 -0.313085 -0.361089 -0.420571 -0.485221 -0.551795 -0.619133 -0.688235 -0.771042 -0.857102 -0.933052 -1.015459 -1.107412 -1.207244 -1.313500 -1.423502 -1.538033 -1.657151 -1.780934 -1.909442 -2.042811 -2.181121 -2.324421 -2.472870 -2.626526 -2.785576 -2.950077 -3.120083 -3.295782 -3.477238 -3.664673 -3.858174 -4.057837 -4.263907 -4.476460 -4.695704 -4.921765 -5.154841 -5.395161 -5.642822 -5.898156 -6.161260 -6.432341 -6.711683 -6.999438

-7.296033 -7.601579 -7.916362 -8.240664 -8.574703 -8.918907 end end end begin BEAM_SLOT = 11 BEAM_TYPE = W2 begin ELEV_BEAM_PATTERN = ELEV_BEAM_TABLE_INCR = 0.043294 ELEV_BEAM_TABLE_SIZE = 255 NOM_BEAM_LOOK_ANGLE = 30.616264 array ELEV_BEAM_PAT_TABLE = -11.687300 -11.661140 -11.630241 -11.592806 -11.547274 -11.492173 -11.426017 -11.347184 -11.254573 -11.147292 -11.024570 -10.885909 -10.731427 -10.561344 -10.376025 -10.176450 -9.963863 -9.739451 -9.504469 -9.260588 -9.009499 -8.752659 -8.491481 -8.227501 -7.962221 -7.696740 -7.432075 -7.169544 -6.910014 -6.654188 -6.402725 -6.156396 -5.915662 -5.680971 -5.452728 -5.231237

-5.016771 -4.809546 -4.609726 -4.417302 -4.232567 -4.055552 -3.886243 -3.724635 -3.571987 -3.420268 -3.268002 -3.139868 -3.025846 -2.924340 -2.836586 -2.772419 -2.707564 -2.647897 -2.598583 -2.557418 -2.528612 -2.501826 -2.473963 -2.459523 -2.449265 -2.442322 -2.437696 -2.433295 -2.430423 -2.429292 -2.430048 -2.432708 -2.438908 -2.447162 -2.454905 -2.457596 -2.460236 -2.463127 -2.465900 -2.467373 -2.466716 -2.463053 -2.456331 -2.447450 -2.432241 -2.410951 -2.383108 -2.347567 -2.315406 -2.276448 -2.229391

-2.179534 -2.135942 -2.085959 -2.028517 -1.969919 -1.906822 -1.843234 -1.784063 -1.734398 -1.675389 -1.615582 -1.556893 -1.498988 -1.452649 -1.393314 -1.325853 -1.267276 -1.219691 -1.168466 -1.114339 -1.063383 -1.014879 -0.968474 -0.927250 -0.893967 -0.856404 -0.821245 -0.789366 -0.760731 -0.739230 -0.717640 -0.696858 -0.679512 -0.667271 -0.656043 -0.646424 -0.640276 -0.641240 -0.648239 -0.656886 -0.663682 -0.671998 -0.681044 -0.690023 -0.698937 -0.711079 -0.725246 -0.741871 -0.760713 -0.778309 -0.800588

-0.825552 -0.851084 -0.876765 -0.902170 -0.924504 -0.943332 -0.964628 -0.984123 -1.001636 -1.016705 -1.027546 -1.037097 -1.045514 -1.053070 -1.060617 -1.066309 -1.070883 -1.074228 -1.074777 -1.071700 -1.065858 -1.057041 -1.043403 -1.026985 -1.008221 -0.988638 -0.971441 -0.950065 -0.926881 -0.902882 -0.877732 -0.855429 -0.834742 -0.812952 -0.785600 -0.763265 -0.737546 -0.708192 -0.680938 -0.652952 -0.628231 -0.605027 -0.577838 -0.551635 -0.526105 -0.502799 -0.484014 -0.462793 -0.442707 -0.424663 -0.408582

-0.396511 -0.384598 -0.372776 -0.362464 -0.353088 -0.345665 -0.339485 -0.333415 -0.329160 -0.326934 -0.326733 -0.328537 -0.333155 -0.341380 -0.350341 -0.356773 -0.362389 -0.371018 -0.383336 -0.399245 -0.418830 -0.442241 -0.469564 -0.500877 -0.536264 -0.575888 -0.619757 -0.667905 -0.720623 -0.777855 -0.839707 -0.906294 -0.977700 -1.054018 -1.135325 -1.221710 -1.313318 -1.410230 -1.512567 -1.620428 -1.733837 -1.852885 -1.977731 -2.108513 -2.245305 -2.388203 -2.537285 -2.692642 -2.854404 -3.022799 -3.197811

-3.379514 -3.568166 -3.763698 -3.966326 -4.176187 -4.393291 -4.617877 -4.849973 -5.089653 -5.337053 -5.592272 -5.855337 -6.126343 -6.405488 -6.692656 end end end begin BEAM_SLOT = 12 BEAM_TYPE = EL1 begin ELEV_BEAM_PATTERN = ELEV_BEAM_TABLE_INCR = 0.056306 ELEV_BEAM_TABLE_SIZE = 255 NOM_BEAM_LOOK_ANGLE = 14.233504 array ELEV_BEAM_PAT_TABLE = -25.431562 -24.310758 -23.209656 -22.128791 -21.068808 -20.030454 -19.014577 -18.022118 -17.054108 -16.111663 -15.195974 -14.308306 -13.449991 -12.622417 -11.827034 -11.065333 -10.338853 -9.649172 -8.997904 -8.386697 -7.817226 -7.291199 -6.810352 -6.376169 -5.987305 -5.640786 -5.333649

-5.022616 -4.787940 -4.617066 -4.465211 -4.330820 -4.212279 -4.107924 -4.016135 -3.936093 -3.867449 -3.809837 -3.762866 -3.726123 -3.699177 -3.681587 -3.672896 -3.672638 -3.680338 -3.695479 -3.717115 -3.744033 -3.775017 -3.808850 -3.844317 -3.880205 -3.915305 -3.948414 -3.978332 -4.003866 -4.023886 -4.037857 -4.045633 -4.047082 -4.042081 -4.030523 -4.012305 -3.987344 -3.955561 -3.916892 -3.871287 -3.818753 -3.759854 -3.695521 -3.626707 -3.554378 -3.479506 -3.403081 -3.326100 -3.249572 -3.174515 -3.101960

-3.032903 -2.967860 -2.907027 -2.850597 -2.798767 -2.751742 -2.709724 -2.672920 -2.641535 -2.615773 -2.595836 -2.581891 -2.573745 -2.570949 -2.573035 -2.579525 -2.589932 -2.603748 -2.620449 -2.639494 -2.660318 -2.682331 -2.704920 -2.727429 -2.749165 -2.769402 -2.787377 -2.802288 -2.813291 -2.819498 -2.819971 -2.813724 -2.799718 -2.776892 -2.760975 -2.730277 -2.693637 -2.651399 -2.603901 -2.551473 -2.494443 -2.433133 -2.367859 -2.298935 -2.228899 -2.162448 -2.093969 -2.025479 -1.956922 -1.888922 -1.822107

-1.757115 -1.694590 -1.642670 -1.585746 -1.533686 -1.486691 -1.444692 -1.407618 -1.375398 -1.347962 -1.325241 -1.307169 -1.293676 -1.284699 -1.280171 -1.280024 -1.284131 -1.292327 -1.304439 -1.320297 -1.339730 -1.362568 -1.388638 -1.417768 -1.449788 -1.484522 -1.521790 -1.561272 -1.602527 -1.645116 -1.688594 -1.732518 -1.776444 -1.819924 -1.862513 -1.903764 -1.943225 -1.980455 -2.015084 -2.046809 -2.075333 -2.100355 -2.121572 -2.138682 -2.151381 -2.159365 -2.162329 -2.159967 -2.151991 -2.138423 -2.119569

-2.095741 -2.067249 -2.034405 -1.997523 -1.956914 -1.912888 -1.865760 -1.815841 -1.763448 -1.708963 -1.652824 -1.595476 -1.537361 -1.478926 -1.420617 -1.362884 -1.306176 -1.250948 -1.197653 -1.146745 -1.098611 -1.053568 -1.011936 -0.974038 -0.940202 -0.910757 -0.886039 -0.866388 -0.852145 -0.843661 -0.841287 -0.845338 -0.856090 -0.873827 -0.898835 -0.931411 -0.971856 -1.020478 -1.077595 -1.143530 -1.218617 -1.303191 -1.397449 -1.501455 -1.615277 -1.738991 -1.872685 -2.016457 -2.170414 -2.334678 -2.509382

-2.694670 -2.890713 -3.098045 -3.317577 -3.550242 -3.796996 -4.058803 -4.336647 -4.631527 -4.944454 -5.276464 -5.628604 -6.001941 -6.397561 -6.816566 -7.260084 -7.729256 -8.225248 -8.749245 -9.302455 -9.886110 -10.501459 -11.149781 -11.832378 end end end begin BEAM_SLOT = 13 BEAM_TYPE = EH3 begin ELEV_BEAM_PATTERN = ELEV_BEAM_TABLE_INCR = 0.028605 ELEV_BEAM_TABLE_SIZE = 253 NOM_BEAM_LOOK_ANGLE = 45.299999 array ELEV_BEAM_PAT_TABLE = -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000

-21.754000 -7.160925 -6.979227 -6.802118 -6.626085 -6.455030 -6.284441 -6.119104 -5.953772 -5.762266 -5.579062 -5.424166 -5.269945 -5.119917 -4.968889 -4.794283 -4.629450 -4.488241 -4.347807 -4.210600 -4.073759 -3.940321 -3.806883 -3.677019 -3.547152 -3.397459 -3.250021 -3.126642 -3.003428 -2.883005 -2.762583 -2.622229 -2.486571 -2.371584 -2.256869 -2.144312 -2.031790 -1.921618 -1.811442 -1.703280 -1.595297 -1.471743 -1.346495 -1.242804 -1.139113 -1.037325 -0.935587 -0.818094 -0.701258 -0.603430 -0.505667

-0.409743 -0.313822 -0.219729 -0.125761 -0.033354 0.058752 0.162710 0.270838 0.359197 0.447393 0.533716 0.619817 0.717722 0.817713 0.899618 0.981523 1.061342 1.141050 1.218851 1.296320 1.371992 1.447077 1.530134 1.617319 1.688974 1.759104 1.827101 1.894609 1.969442 2.047189 2.109678 2.171652 2.231142 2.290258 2.347055 2.403169 2.457224 2.510286 2.567293 2.627191 2.676122 2.722795 2.766989 2.810278 2.856481 2.904367 2.942095 2.978517 3.012083 3.044885 3.075182

3.104357 3.131326 3.156786 3.182470 3.208387 3.228220 3.246000 3.261179 3.274957 3.286546 3.296369 3.304815 3.311624 3.314729 3.316301 3.315317 3.312696 3.307169 3.298872 3.288355 3.277151 3.262991 3.247354 3.229196 3.209127 3.184652 3.155245 3.126035 3.096906 3.064943 3.031290 2.995134 2.956758 2.916387 2.873384 2.825609 2.768286 2.713739 2.661154 2.606222 2.548818 2.489538 2.427320 2.359724 2.279115 2.203180 2.131143 2.056867 1.979826 1.895338 1.796999

1.705503 1.618547 1.529112 1.437235 1.343332 1.246462 1.141783 1.019640 0.906191 0.799539 0.690660 0.579202 0.466017 0.349832 0.232424 0.111665 -0.014155 -0.164500 -0.306044 -0.435576 -0.566424 -0.700007 -0.834460 -0.971861 -1.113375 -1.282423 -1.441878 -1.585806 -1.730494 -1.877093 -2.029658 -2.208086 -2.374113 -2.524287 -2.674757 -2.825789 -2.976843 -3.127966 -3.283381 -3.463820 -3.631636 -3.780379 -3.928347 -4.074526 -4.219976 -4.362616 -4.504778 -4.642893 -4.781176 -4.940336 -5.090940

-5.217230 -5.342367 -5.461603 -5.580336 -5.691893 -5.803450 -5.927191 -6.044981 -6.140188 -6.234385 -6.321295 -6.408396 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 -21.754000 end end end begin BEAM_SLOT = 14 BEAM_TYPE = EH4 begin ELEV_BEAM_PATTERN = ELEV_BEAM_TABLE_INCR = 0.030178 ELEV_BEAM_TABLE_SIZE = 253 NOM_BEAM_LOOK_ANGLE = 47.099998 array ELEV_BEAM_PAT_TABLE = -22.042999 -22.042999 -22.042999 -22.042999 -22.042999 -22.042999 -22.042999 -22.042999 -22.042999 -22.042999 -22.042999

-22.042999 -22.042999 -22.042999 -11.324409 -11.095668 -10.875337 -10.659009 -10.422013 -10.177350 -9.981847 -9.786725 -9.599828 -9.411336 -9.196111 -8.997815 -8.824994 -8.654489 -8.487306 -8.322095 -8.159589 -7.998807 -7.840276 -7.669312 -7.482934 -7.323106 -7.170358 -7.019177 -6.868390 -6.694505 -6.520120 -6.371751 -6.223485 -6.075765 -5.928109 -5.780740 -5.633389 -5.486119 -5.332868 -5.156144 -4.995461 -4.848100 -4.700730 -4.553357 -4.389161 -4.212258 -4.062371 -3.915055 -3.767968 -3.620900 -3.474305 -3.327744

-3.181889 -3.036080 -2.863316 -2.698605 -2.554959 -2.411790 -2.269650 -2.128087 -1.987714 -1.838685 -1.672768 -1.527287 -1.391331 -1.257195 -1.123860 -0.974145 -0.818997 -0.691594 -0.564397 -0.440312 -0.316483 -0.195874 -0.073613 0.066650 0.195281 0.308299 0.419570 0.528613 0.635753 0.740566 0.843429 0.944026 1.051669 1.167129 1.263160 1.354854 1.442744 1.529857 1.613040 1.695480 1.787185 1.876502 1.949428 2.021358 2.089458 2.159263 2.235130 2.301112 2.359401 2.414867 2.468230

2.518649 2.566982 2.617526 2.669555 2.708682 2.747009 2.780494 2.813743 2.842086 2.870254 2.893504 2.916641 2.938266 2.957000 2.969924 2.981090 2.988887 2.994861 2.997527 2.998157 2.995258 2.989063 2.981517 2.970268 2.957595 2.938590 2.917171 2.894332 2.871043 2.843078 2.814609 2.781562 2.747096 2.701347 2.656802 2.613696 2.568248 2.520114 2.469596 2.416484 2.360927 2.302837 2.236003 2.160495 2.091548 2.023799 1.951995 1.879520 1.802974 1.725826 1.630241

1.534831 1.448673 1.361507 1.271075 1.174949 1.061481 0.956832 0.858302 0.757526 0.655273 0.550857 0.445094 0.323699 0.192966 0.080520 -0.031338 -0.145669 -0.260037 -0.376508 -0.492997 -0.611195 -0.729802 -0.873151 -1.008145 -1.128243 -1.248406 -1.368668 -1.488736 -1.608495 -1.737229 -1.879716 -2.003396 -2.120385 -2.235642 -2.350320 -2.479794 -2.611188 -2.719323 -2.826985 -2.931050 -3.034535 -3.134076 -3.235554 -3.348950 -3.450726 -3.540055 -3.626672 -3.710519 -3.791611 -3.870015 -3.945637

-4.018670 -4.096150 -4.177571 -4.242879 -4.305848 -4.364900 -4.423444 -4.478471 -4.533093 -4.594022 -4.652329 -4.700963 -4.749070 -4.795697 -4.844476 -4.898915 -4.947400 -4.992215 -5.037091 -5.082009 -5.127442 -5.173162 -5.226003 -5.282617 -22.042999 -22.042999 -22.042999 -22.042999 -22.042999 -22.042999 -22.042999 -22.042999 -22.042999 -22.042999 -22.042999 -22.042999 -22.042999 -22.042999 end end end begin BEAM_SLOT = 15 BEAM_TYPE = EH6 begin ELEV_BEAM_PATTERN = ELEV_BEAM_TABLE_INCR = 0.028370 ELEV_BEAM_TABLE_SIZE = 255 NOM_BEAM_LOOK_ANGLE = 49.005001 array ELEV_BEAM_PAT_TABLE = -22.167000 -22.167000 -22.167000 -22.167000

-22.167000 -22.167000 -22.167000 -22.167000 -22.167000 -22.167000 -22.167000 -22.167000 -22.167000 -22.167000 -9.318783 -9.212440 -9.088840 -8.966938 -8.863674 -8.760414 -8.657337 -8.554260 -8.450485 -8.346649 -8.241634 -8.136333 -8.014584 -7.885502 -7.773678 -7.663177 -7.549904 -7.436001 -7.319378 -7.201595 -7.067154 -6.920887 -6.791195 -6.665089 -6.535938 -6.405533 -6.256786 -6.095409 -5.953224 -5.814968 -5.674206 -5.532452 -5.388939 -5.244255 -5.084095 -4.907520 -4.750847 -4.601810 -4.452000 -4.301689 -4.151043

-4.000065 -3.849072 -3.698048 -3.539223 -3.358570 -3.193508 -3.043999 -2.895108 -2.747204 -2.599838 -2.453923 -2.303902 -2.131703 -1.971920 -1.831299 -1.691548 -1.554043 -1.412716 -1.251866 -1.103272 -0.972958 -0.843781 -0.717438 -0.591805 -0.469578 -0.346260 -0.204682 -0.071381 0.042103 0.154777 0.263759 0.372444 0.476753 0.581058 0.680923 0.780552 0.891979 1.004028 1.094051 1.184082 1.269447 1.354606 1.435623 1.515861 1.603523 1.693966 1.765117 1.835567 1.901840 1.967376 2.038208

2.110946 2.167110 2.222816 2.274296 2.325077 2.372276 2.418232 2.466259 2.515510 2.553440 2.589611 2.622196 2.653595 2.681892 2.708420 2.732460 2.754207 2.775421 2.795849 2.811008 2.823253 2.833000 2.840519 2.846119 2.849003 2.850380 2.848224 2.843776 2.837345 2.828979 2.817962 2.804619 2.786007 2.766617 2.746567 2.724590 2.700050 2.674129 2.645191 2.614059 2.574112 2.535194 2.497604 2.458641 2.416794 2.374077 2.328026 2.281597 2.231476 2.181354 2.116722

2.053238 1.995178 1.936733 1.874836 1.812938 1.747364 1.681732 1.600925 1.518982 1.446308 1.373634 1.297722 1.221782 1.129173 1.035736 0.953651 0.871567 0.786731 0.701904 0.614815 0.527435 0.424442 0.316944 0.225166 0.133388 0.040046 -0.053478 -0.148220 -0.243302 -0.339207 -0.435528 -0.543015 -0.659672 -0.761517 -0.859345 -0.957363 -1.055477 -1.153565 -1.251629 -1.358158 -1.475380 -1.578884 -1.675911 -1.772377 -1.868412 -1.963871 -2.058628 -2.159138 -2.271084 -2.371380 -2.462967

-2.553692 -2.643391 -2.738411 -2.843663 -2.937561 -3.023239 -3.107975 -3.191620 -3.274552 -3.356163 -3.441078 -3.536743 -3.624043 -3.702011 -3.779442 -3.855896 -3.932053 -4.007278 -4.082378 -4.156620 -4.231045 -4.319443 -4.404076 -4.477463 -4.550877 -4.624500 -4.698132 -4.772270 -4.846413 -4.935165 -5.023479 -5.100128 -5.176826 -22.167000 -22.167000 -22.167000 -22.167000 -22.167000 -22.167000 -22.167000 -22.167000 -22.167000 -22.167000 -22.167000 -22.167000 -22.167000 -22.167000 end end end begin BEAM_SLOT = 16

BEAM_TYPE = F1 begin ELEV_BEAM_PATTERN = ELEV_BEAM_TABLE_INCR = 0.014567 ELEV_BEAM_TABLE_SIZE = 255 NOM_BEAM_LOOK_ANGLE = 33.350000 array ELEV_BEAM_PAT_TABLE = 0.209236998 0.241324255 0.272881912 0.303904546 0.334385686 0.364319877 0.393702671 0.422529604 0.450797221 0.478502048 0.505643676 0.53221859 0.558225312 0.583664397 0.608534328 0.632836645 0.656570817 0.679739371 0.702342762 0.724383479 0.745863989 0.766787767 0.787158269 0.806977908 0.826252154 0.844984409 0.863180109 0.880843648 0.897981451 0.914598905 0.930702406 0.946297309 0.961392028 0.975991891 0.990104261 1.003737511 1.016897954 1.029594961 1.041835846 1.053628935 1.064982542 1.075904973 1.086406568 1.096495612 1.106181406 1.115472219

1.124378356 1.132910116 1.141075744 1.148885527 1.15634974 1.163478655 1.170281516 1.176768585 1.182951138 1.188837384 1.194439611 1.19976602 1.204829913 1.209638462 1.214203941 1.218537601 1.222647626 1.22654526 1.230240727 1.233745265 1.237068073 1.240220387 1.243211401 1.246051327 1.248751399 1.251320808 1.253768741 1.25610745 1.258344081 1.260489863 1.262552961 1.264544602 1.266472953 1.268348219 1.270178564 1.271974194 1.273742253 1.275492946 1.277233415 1.278973867 1.280721443 1.282484308 1.284270624 1.286087534 1.287944223 1.28984579 1.29180142 1.293818254 1.295901393 1.298058999 1.300297192

1.302622093 1.305039821 1.307556496 1.310177216 1.312907079 1.315753223 1.318717685 1.3218076 1.325027045 1.328380093 1.331870818 1.335502273 1.33927955 1.343204681 1.347282755 1.351513762 1.35590279 1.360450847 1.36516098 1.370035214 1.375073535 1.380280005 1.38565359 1.39119631 1.396908148 1.402790105 1.40884216 1.415063275 1.421455467 1.428015655 1.434744839 1.441640954 1.448702961 1.455928795 1.463317413 1.470865735 1.478572716 1.486435274 1.494449309 1.502613777 1.510924577 1.51937761 1.527969796 1.536696015 1.545554209 1.554537222 1.563642997 1.572864381 1.582197281 1.591635565 1.601175141

1.610808863 1.620530606 1.630335262 1.640215691 1.650164752 1.660176327 1.67024328 1.680357459 1.690512749 1.700701005 1.710915097 1.721145866 1.73138517 1.741625888 1.751858867 1.762074954 1.772266019 1.78242393 1.79253751 1.802599651 1.812599177 1.822528987 1.832376893 1.842134778 1.851792495 1.861339898 1.870766843 1.880063187 1.889219808 1.898225549 1.907070274 1.915742831 1.924234103 1.932532941 1.940628196 1.948509738 1.956167438 1.96359015 1.970766729 1.977687048 1.984340977 1.990716358 1.996803061 2.002590958 2.008069919 2.013227782 2.018054416 2.022540703 2.026674479 2.030446622 2.033846994

2.036863424 2.039488816 2.041709977 2.043519805 2.044907132 2.045862818 2.046377719 2.046441671 2.046046538 2.045182145 2.043840346 2.042012988 2.039691914 2.036867945 2.033533925 2.029681678 2.025304037 2.020393825 2.014944878 2.008948988 2.002400989 1.995294691 1.987623895 1.979384423 1.97057006 1.961176609 1.951199868 1.940635622 1.929480663 1.917730755 1.905384704 1.892439269 1.878893233 1.864745367 1.849993414 1.834638158 1.818679353 1.80211674 1.784953105 1.767188165 1.7488257 1.72986744 1.710317143 1.690178551 1.669456419 1.648155487 1.626281505 1.603842252 1.580842438 1.557291862 1.533198275

1.508571461 1.483420176 1.457756231 1.431591432 1.404936561 end end end begin BEAM_SLOT = 17 BEAM_TYPE = F2 begin ELEV_BEAM_PATTERN = ELEV_BEAM_TABLE_INCR = 0.024235 ELEV_BEAM_TABLE_SIZE = 255 NOM_BEAM_LOOK_ANGLE = 35.294556 array ELEV_BEAM_PAT_TABLE = -6.846033 -6.659429 -6.475856 -6.295289 -6.117695 -5.943049 -5.771321 -5.602482 -5.436504 -5.273358 -5.113016 -4.955450 -4.800629 -4.648527 -4.499115 -4.352363 -4.208244 -4.066729 -3.927788 -3.791395 -3.657520 -3.526134 -3.397210 -3.270718 -3.146630 -3.024917 -2.905551 -2.788503 -2.673745 -2.561249 -2.450984 -2.342924 -2.237039 -2.133301 -2.031682 -1.932149 -1.834661

-1.739172 -1.645635 -1.554006 -1.464237 -1.376283 -1.290098 -1.205637 -1.122851 -1.041698 -0.962129 -0.884100 -0.807564 -0.732476 -0.658793 -0.586552 -0.515859 -0.446822 -0.379549 -0.314148 -0.250727 -0.189395 -0.130259 -0.073427 -0.019009 0.032889 0.082158 0.128690 0.172378 0.213112 0.250806 0.285561 0.317568 0.347022 0.374116 0.399045 0.422003 0.443182 0.462778 0.480984 0.497993 0.514000 0.529199 0.543783 0.557947 0.571883 0.585726 0.599477 0.613120 0.626639 0.640020 0.653245

0.666299 0.679167 0.691832 0.704279 0.716492 0.728455 0.740153 0.751568 0.762687 0.773493 0.783987 0.794214 0.804223 0.814064 0.823787 0.833442 0.843079 0.852747 0.862496 0.872377 0.882439 0.892732 0.903305 0.914209 0.925493 0.937206 0.949374 0.962007 0.975114 0.988706 1.002792 1.017383 1.032487 1.048114 1.064275 1.080980 1.098237 1.116057 1.134449 1.153425 1.172992 1.193143 1.213828 1.234984 1.256549 1.278464 1.300667 1.323096 1.345691 1.368391 1.391134

1.413859 1.436506 1.459012 1.481318 1.503362 1.525084 1.546439 1.567402 1.587951 1.608062 1.627712 1.646878 1.665536 1.683664 1.701238 1.718234 1.734631 1.750403 1.765528 1.779984 1.793746 1.806791 1.819091 1.830619 1.841345 1.851242 1.860278 1.868429 1.875661 1.881950 1.887265 1.891577 1.894859 1.897081 1.898215 1.898231 1.897112 1.894848 1.891431 1.886854 1.881109 1.874187 1.866081 1.856784 1.846287 1.834581 1.821661 1.807517 1.792142 1.775527 1.757665

1.738549 1.718162 1.696472 1.673446 1.649049 1.623247 1.596006 1.567291 1.537070 1.505306 1.471967 1.437018 1.400424 1.362152 1.322168 1.280437 1.236925 1.191593 1.144404 1.095318 1.044296 0.991300 0.936291 0.879229 0.820076 0.758793 0.695342 0.629682 0.561776 0.491585 0.419069 0.344190 0.266911 0.187203 0.105038 0.020390 -0.066768 -0.156463 -0.248722 -0.343571 -0.441037 -0.541148 -0.643930 -0.749410 -0.857615 -0.968572 -1.082307 -1.198848 -1.318221 -1.440453 -1.565571

-1.693603 -1.824574 -1.958511 -2.095443 -2.235394 -2.378393 -2.524467 -2.673640 -2.825942 -2.981399 -3.140037 -3.301883 -3.466965 -3.635309 end end end begin BEAM_SLOT = 18 BEAM_TYPE = F3 begin ELEV_BEAM_PATTERN = ELEV_BEAM_TABLE_INCR = 0.022981 ELEV_BEAM_TABLE_SIZE = 255 NOM_BEAM_LOOK_ANGLE = 37.093422 array ELEV_BEAM_PAT_TABLE = -8.078046 -7.825415 -7.577913 -7.335448 -7.097926 -6.865254 -6.637341 -6.414093 -6.195416 -5.981218 -5.771407 -5.565888 -5.364571 -5.167360 -4.974164 -4.784890 -4.599443 -4.417734 -4.239666 -4.065150 -3.894089 -3.726394 -3.561969 -3.400722 -3.242562 -3.087393 -2.935124 -2.785662

-2.638914 -2.494787 -2.353187 -2.214023 -2.077201 -1.942639 -1.810333 -1.680318 -1.552627 -1.427295 -1.304355 -1.183842 -1.065788 -0.950229 -0.837198 -0.726730 -0.618857 -0.513614 -0.411036 -0.311155 -0.214006 -0.119608 -0.027935 0.061049 0.147377 0.231084 0.312205 0.390773 0.466823 0.540390 0.611509 0.680212 0.746536 0.810514 0.872182 0.931572 0.988721 1.043661 1.096425 1.147047 1.195558 1.241992 1.286382 1.328759 1.369157 1.407609 1.444147 1.478804 1.511612 1.542605 1.571815

1.599275 1.625040 1.649239 1.672013 1.693506 1.713860 1.733219 1.751724 1.769520 1.786748 1.803552 1.820074 1.836456 1.852843 1.869376 1.886198 1.903452 1.921255 1.939579 1.958347 1.977480 1.996902 2.016535 2.036300 2.056122 2.075922 2.095622 2.115146 2.134414 2.153351 2.171879 2.189919 2.207394 2.224250 2.240497 2.256158 2.271254 2.285810 2.299847 2.313388 2.326456 2.339073 2.351262 2.363046 2.374446 2.385486 2.396188 2.406576 2.416670 2.426495 2.436072

2.445423 2.454570 2.463537 2.472343 2.481013 2.489568 2.498030 2.506421 2.514765 2.523082 2.531395 2.539726 2.548097 2.556523 2.564945 2.573265 2.581383 2.589203 2.596624 2.603548 2.609878 2.615513 2.620356 2.624309 2.627271 2.629146 2.629833 2.629236 2.627267 2.623933 2.619272 2.613328 2.606139 2.597749 2.588197 2.577525 2.565773 2.552983 2.539196 2.524453 2.508794 2.492262 2.474896 2.456738 2.437812 2.418091 2.397543 2.376137 2.353839 2.330616 2.306438

2.281270 2.255081 2.227837 2.199507 2.170058 2.139457 2.107672 2.074670 2.040419 2.004890 1.968059 1.929904 1.890402 1.849532 1.807269 1.763593 1.718480 1.671908 1.623854 1.574296 1.523211 1.470577 1.416371 1.360572 1.303152 1.244058 1.183221 1.120575 1.056049 0.989577 0.921090 0.850520 0.777799 0.702859 0.625632 0.546049 0.464043 0.379545 0.292488 0.202802 0.110441 0.015420 -0.082235 -0.182495 -0.285332 -0.390718 -0.498626 -0.609029 -0.721898 -0.837206 -0.954924

-1.075026 -1.197483 -1.322268 -1.449354 -1.578711 -1.710313 -1.844132 -1.980140 -2.118309 -2.258612 -2.401021 -2.545508 -2.692045 -2.840605 -2.991161 -3.143683 -3.298145 -3.454519 -3.612777 -3.772891 -3.934834 -4.098577 -4.264095 end end end begin BEAM_SLOT = 19 BEAM_TYPE = F4 begin ELEV_BEAM_PATTERN = ELEV_BEAM_TABLE_INCR = 0.021640 ELEV_BEAM_TABLE_SIZE = 255 NOM_BEAM_LOOK_ANGLE = 38.685345 array ELEV_BEAM_PAT_TABLE = -4.843307 -4.774736 -4.704737 -4.633341 -4.560580 -4.486487 -4.411091 -4.334425 -4.256521 -4.177410 -4.097122 -4.015691 -3.933147 -3.849522 -3.764848 -3.679155 -3.592476 -3.504841 -3.416284

-3.326834 -3.236524 -3.145385 -3.053448 -2.960745 -2.867308 -2.773169 -2.678357 -2.582906 -2.486847 -2.390211 -2.293029 -2.195334 -2.097156 -1.998528 -1.899480 -1.800045 -1.700257 -1.600170 -1.499839 -1.399322 -1.298676 -1.197959 -1.097228 -0.996538 -0.895949 -0.795516 -0.695297 -0.595350 -0.495730 -0.396496 -0.297704 -0.199411 -0.101675 -0.004546 0.091939 0.187742 0.282828 0.377158 0.470696 0.563406 0.655251 0.746193 0.836197 0.925224 1.013239 1.100205 1.186084 1.270841 1.354438 1.436838

1.518005 1.597901 1.676483 1.753705 1.829518 1.903877 1.976734 2.048043 2.117756 2.185826 2.252207 2.316852 2.379714 2.440746 2.499900 2.557131 2.612404 2.665748 2.717210 2.766835 2.814670 2.860759 2.905150 2.947888 2.989020 3.028591 3.066647 3.103234 3.138399 3.172187 3.204644 3.235817 3.265751 3.294477 3.322004 3.348336 3.373479 3.397437 3.420216 3.441820 3.462255 3.481526 3.499638 3.516595 3.532403 3.547068 3.560593 3.572984 3.584246 3.594384 3.603395

3.611270 3.618001 3.623579 3.627997 3.631246 3.633316 3.634201 3.633891 3.632378 3.629654 3.625711 3.620539 3.614131 3.606477 3.597571 3.587399 3.575935 3.563146 3.549000 3.533467 3.516513 3.498107 3.478217 3.456812 3.433859 3.409327 3.383183 3.355396 3.325935 3.294766 3.261858 3.227180 3.190734 3.152579 3.112780 3.071402 3.028511 2.984170 2.938446 2.891404 2.843108 2.793624 2.743017 2.691351 2.638692 2.585105 2.530655 2.475407 2.419422 2.362691 2.305158

2.246767 2.187461 2.127182 2.065874 2.003479 1.939941 1.875201 1.809204 1.741893 1.673209 1.603097 1.531498 1.458357 1.383615 1.307231 1.229226 1.149640 1.068513 0.985884 0.901795 0.816284 0.729392 0.641158 0.551623 0.460826 0.368807 0.275607 0.181265 0.085822 -0.010684 -0.108211 -0.206700 -0.306056 -0.406180 -0.506976 -0.608345 -0.710189 -0.812410 -0.914910 -1.017591 -1.120355 -1.223105 -1.325742 -1.428167 -1.530285 -1.631995 -1.733201 -1.833807 -1.933763 -2.033052 -2.131655

-2.229556 -2.326735 -2.423176 -2.518862 -2.613773 -2.707894 -2.801206 -2.893691 -2.985333 -3.076113 -3.166014 -3.255018 -3.343107 -3.430265 -3.516473 -3.601714 -3.685970 -3.769223 -3.851457 -3.932653 -4.012793 -4.091861 -4.169838 -4.246708 -4.322451 -4.397051 -4.470491 -4.542751 -4.613816 -4.683667 -4.752287 -4.819657 end end end begin BEAM_SLOT = 20 BEAM_TYPE = F5 begin ELEV_BEAM_PATTERN = ELEV_BEAM_TABLE_INCR = 0.020941 ELEV_BEAM_TABLE_SIZE = 255 NOM_BEAM_LOOK_ANGLE = 39.973835 array ELEV_BEAM_PAT_TABLE = -6.834189 -6.609497 -6.389576 -6.174346 -5.963727 -5.757636 -5.555991 -5.358713 -5.165719 -4.976929

-4.792260 -4.611633 -4.434965 -4.262176 -4.093184 -3.927907 -3.766266 -3.608177 -3.453561 -3.302336 -3.154420 -3.009733 -2.868192 -2.729718 -2.594229 -2.461643 -2.331878 -2.204855 -2.080492 -1.958707 -1.839419 -1.722547 -1.608009 -1.495725 -1.385614 -1.277614 -1.171700 -1.067842 -0.966017 -0.866197 -0.768357 -0.672470 -0.578511 -0.486454 -0.396272 -0.307939 -0.221430 -0.136718 -0.053778 0.027418 0.106894 0.184677 0.260793 0.335268 0.408128 0.479399 0.549107 0.617278 0.683939 0.749115 0.812832

0.875117 0.935995 0.995492 1.053635 1.110448 1.165893 1.219873 1.272289 1.323040 1.372025 1.419143 1.464296 1.507383 1.548303 1.586955 1.623241 1.657094 1.688604 1.717904 1.745129 1.770408 1.793877 1.815666 1.835911 1.854743 1.872294 1.888700 1.904090 1.918599 1.932360 1.945500 1.958127 1.970344 1.982257 1.993968 2.005579 2.017196 2.028923 2.040861 2.053116 2.065790 2.078989 2.092813 2.107368 2.122757 2.139083 2.156368 2.174498 2.193352 2.212803 2.232728

2.253003 2.273504 2.294105 2.314682 2.335114 2.355273 2.375036 2.394278 2.412906 2.430910 2.448293 2.465060 2.481214 2.496760 2.511703 2.526046 2.539793 2.552950 2.565520 2.577507 2.588916 2.599750 2.610018 2.619757 2.629022 2.637864 2.646338 2.654494 2.662387 2.670071 2.677597 2.685019 2.692389 2.699761 2.707188 2.714722 2.722418 2.730319 2.738373 2.746468 2.754487 2.762316 2.769838 2.776940 2.783506 2.789421 2.794569 2.798842 2.802161 2.804460 2.805671

2.805726 2.804559 2.802101 2.798285 2.793046 2.786321 2.778158 2.768671 2.757972 2.746177 2.733402 2.719760 2.705366 2.690336 2.674783 2.658823 2.642571 2.626141 2.609612 2.592948 2.576092 2.558985 2.541568 2.523782 2.505570 2.486873 2.467633 2.447790 2.427286 2.406064 2.384064 2.361228 2.337497 2.312825 2.287196 2.260599 2.233024 2.204462 2.174902 2.144334 2.112748 2.080133 2.046481 2.011781 1.976021 1.939193 1.901286 1.862291 1.822197 1.780993 1.738670

1.695197 1.650542 1.604666 1.557532 1.509105 1.459349 1.408226 1.355699 1.301733 1.246291 1.189337 1.130832 1.070743 1.009032 0.945662 0.880596 0.813800 0.745235 0.674865 0.602654 0.528566 0.452563 0.374610 0.294670 0.212705 0.128681 0.042560 -0.045694 -0.136118 -0.228749 -0.323622 -0.420774 -0.520242 -0.622063 -0.726272 -0.832906 -0.942002 -1.053596 -1.167726 -1.284427 -1.403735 end end end begin AZIMUTH_BEAM_PATTERN = AZM_BEAM_TABLE_INCR = 0.001389 AZM_BEAM_TABLE_SIZE = 255 array AZM_BEAM_PAT_TABLE = -10.422904 -10.219626 -10.019251

-9.821746 -9.627080 -9.435222 -9.246141 -9.059808 -8.876191 -8.695261 -8.516988 -8.341342 -8.168295 -7.997818 -7.829882 -7.664458 -7.501519 -7.341037 -7.182983 -7.027332 -6.874055 -6.723126 -6.574518 -6.428205 -6.284162 -6.142362 -6.002779 -5.865390 -5.730167 -5.597088 -5.466128 -5.337261 -5.210465 -5.085716 -4.962990 -4.842265 -4.723516 -4.606723 -4.491862 -4.378911 -4.267849 -4.158655 -4.051305 -3.945780 -3.842060 -3.740122 -3.639948 -3.541517 -3.444809 -3.349805 -3.256486 -3.164833 -3.074828 -2.986450

-2.899684 -2.814511 -2.730912 -2.648871 -2.568371 -2.489395 -2.411926 -2.335948 -2.261445 -2.188401 -2.116801 -2.046629 -1.977870 -1.910510 -1.844534 -1.779928 -1.716679 -1.654771 -1.594192 -1.534929 -1.476969 -1.420298 -1.364906 -1.310779 -1.257906 -1.206276 -1.155876 -1.106696 -1.058725 -1.011952 -0.966368 -0.921962 -0.878724 -0.836646 -0.795717 -0.755928 -0.717272 -0.679739 -0.643322 -0.608012 -0.573802 -0.540685 -0.508653 -0.477699 -0.447817 -0.419001 -0.391243 -0.364540 -0.338885 -0.314272 -0.290697

-0.268155 -0.246641 -0.226151 -0.206682 -0.188229 -0.170789 -0.154358 -0.138935 -0.124516 -0.111098 -0.098680 -0.087260 -0.076836 -0.067406 -0.058971 -0.051528 -0.045077 -0.039618 -0.035151 -0.031676 -0.029193 -0.027704 -0.027209 -0.027710 -0.029207 -0.031703 -0.035200 -0.039701 -0.045207 -0.051721 -0.059248 -0.067789 -0.077349 -0.087931 -0.099540 -0.112180 -0.125856 -0.140572 -0.156334 -0.173148 -0.191019 -0.209952 -0.229955 -0.251033 -0.273194 -0.296445 -0.320792 -0.346244 -0.372807 -0.400491 -0.429304

-0.459254 -0.490350 -0.522601 -0.556016 -0.590606 -0.626380 -0.663348 -0.701521 -0.740909 -0.781524 -0.823376 -0.866477 -0.910840 -0.956475 -1.003395 -1.051612 -1.101141 -1.151992 -1.204181 -1.257720 -1.312623 -1.368904 -1.426579 -1.485660 -1.546164 -1.608105 -1.671499 -1.736362 -1.802709 -1.870556 -1.939921 -2.010819 -2.083269 -2.157286 -2.232889 -2.310095 -2.388923 -2.469390 -2.551516 -2.635319 -2.720818 -2.808032 -2.896982 -2.987687 -3.080167 -3.174442 -3.270534 -3.368462 -3.468249 -3.569916 -3.673485

-3.778976 -3.886414 -3.995820 -4.107216 -4.220627 -4.336074 -4.453583 -4.573176 -4.694879 -4.818713 -4.944706 -5.072881 -5.203263 -5.335879 -5.470753 -5.607912 -5.747381 -5.889187 -6.033358 -6.179919 -6.328898 -6.480322 -6.634220 -6.790618 -6.949547 -7.111033 -7.275106 -7.441795 -7.611129 -7.783138 -7.957851 -8.135299 -8.315512 -8.498521 -8.684356 -8.873049 -9.064631 -9.259133 -9.456589 -9.657029 -9.860486 -10.066995 -10.276586 -10.489292 -10.705150 -10.924190 -11.146448 -11.371959 end end

FRAME_SYNC_MARK_WORD = 1ACFFC1D PAYLOAD_PARAM_REMARKS = Beam EXTL1 re-calibrated ;###END_OF_FILE