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ANALYSIS AND ASSESSMENT OF MEASURED RADIOMETRIC DATA: TECHNICAL REPORT November 20, 2012

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Page 1: Solar radiation ground measured data quality assessment report

ANALYSIS AND ASSESSMENT OF MEASURED

RADIOMETRIC DATA: TECHNICAL REPORT

November 20, 2012

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TECHNICAL REPORT:

ANALYSIS AND ASSESSMENT OF RADIOMETRIC DATA MEASURED

DATE:

November 20, 2012

AUTHORS:

IrSOLaV (INVESTIGACIONES Y RECURSOS SOLARES AVANZADOS S. L.).

CUSTOMER:

XXXX

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INDEX

1 INTRODUCTION ........................................................................................................................................... 5

2 METHODOLOGY .......................................................................................................................................... 7

3 QUALITY ANALYSIS................................................................................................................................... 10

3.1 Statistical Summary ............................................................................................................................... 11

4 GRAPHICS .................................................................................................................................................. 25

4.1 Daily charts ............................................................................................................................................ 25

4.2 Weekly charts: global solar irradiance ................................................................................................... 34

4.3 Weekly charts: direct normal irradiance (DNI) ....................................................................................... 43

5 CONCLUSIONS .......................................................................................................................................... 52

6 REFERENCES ............................................................................................................................................ 53

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1 INTRODUCTION

The main objective of this report is to analyze the solar resource measured in the ground

meteorological station XXX, selected to host a solar thermal power plant. The solar resource

analysis applies to a site with the following geographical coordinates: Latitude XX, Longitude XX,

XXX meters of altitude, and located in XXX, hereinafter referred to as IrSOLaV 50MW CSP

PROJECT.

Global solar radiation is defined as the solar radiation received on a horizontal surface in a solid

angle of 2π steradians. As a result of the interaction of sunlight with the atmosphere, the global solar

radiation (G) is the sum of the direct component (B) (which has not interacted with atmospheric

components and therefore has not changed in its angle of incidence) and the diffuse component (D)

(result of atmospheric dispersion processes and it can be assumed to come from all points of the

sky and has no predominant direction). These three components, (G, B and D) are related to each

other by using the following expression, where ϴ is the zenith angle.

BBG cos (1.1)

The particular characteristics of the interaction of the sunlight with the atmospheric components

force to make the measurements of solar radiation with various instruments and/or procedures,

depending on the component to be measured.

The most reliable and comprehensive recommendations to make the measurement of solar

radiation are established by the BSRN (Baseline surface Radiation Network) (McArthur, 1998). This

institution recommends that the measurements of the three components have to be done with a

configuration based on the use of a pyranometer to measure global horizontal solar irradiance, and

one with a shading device for the diffuse irradiance. Finally, the direct normal irradiance must be

measured with a pyrheliometer mounted on a solar tracker with two axes. Thus, by measuring the

three components independently allows using procedures for quality assessment of the

measurements based on the interrelationship between the three components (see Eq. 1.1).

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The main errors in the measurement of solar radiation can be grouped into the following categories:

systematic errors of the measurement (such as a poor calibration of the equipment), errors by poorly

maintenance (dirty sensor domes, or presence of obstacles), and or malfunctioning of the solar

tracker.

This report presents an analysis of the quality of the measurements of the three components of solar

radiation based on the recommendations of the BSRN.

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2 METHODOLOGY

Three components of the solar radiation (global, diffuse and direct) are measured in the station of

IrSOLaV using two pyranometers and one pyrheliometer. The period of the measurements is 1

minute and the temporal reference is Local Time. In particular, this study analyzes the solar

radiation data measured by the station since June 5, 2011 to May 7, 2012.

Before proceeding to the quality analysis of the measurements, we used an expression to transform

the temporal register from Local Time to True Solar Time (TST), which is a temporal reference

independent of the site where the measure have been acquired. The change to true solar time is

performed by two corrections; the first one takes into account the difference in longitude between

the meridian of the observer and the meridian of the temporal reference.. The second includes

various effects through the equation of time. We must point out that in the specific case of this

station the equation of time has not been applied due to the appreciation of a temporal shift in the

measurements if this value was used. Besides, many changes in the temporal shift of the clock have

been observed.

Once the temporal reference has been transformed to true solar time, comparisons are made and

the measured data is assessed using the following categories of filters levels:

1. Checking the time reference of the records;

2. Calculation of hourly values, daily and monthly averages;

3. Quality analysis with physical filters;

4. Quality analysis with cross component filters.

5. Quality analysis when the solar tracker is off under clear sky conditions.

The verification of the temporal reference of the records is checked to have certain that solar

irradiance is measured correctly between sunrise and sunset. This check is done visually and it uses

a model of clear sky. Graphics are plotted each day for the following components: direct normal and

global horizontal irradiance of clear sky, global horizontal and direct normal irradiance and diffuse

measurements. To estimate the values of clear sky, the model used is the ESRA (European Solar

Radiation Atlas) and the aerosol values used are the Linke Turbidity index provided by SODA

(Beyer et al., 1996, Dumortier, 1999, ESRA 2000a, ESRA 2000b). The graphs of the solar irradiance

components of ESRA clear sky model provide information of great interest. In addition, it allows the

visualization of the moments of sunset and sunrise, besides we can compare the measurements

with the values of the model in clear sky days. Accordingly, it is worth mentioning that the values of

clear sky model have uncertainty associated with the uncertainty of the Linke turbidity index

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fundamentally. However, the comparison is useful in terms of the profile shape of solar irradiance

during the day as well as the relationship between direct and global irradiance for each day. Thus,

both the shape and the relationship between the components are comparable in the days of clear

sky conditions.

The quality analysis with physical filters refers to the verification of the recorded values of the

different components of the solar radiation, taking into account physical sense and not exceeding its

value, therefore, limits physically possible. Table 1 presents the physical limits imposed on each

component of solar radiation according to the recommendation of the BSRN.

Table 1: Physical limits of the solar radiation component

Parameter Minimum Flag for

Minimum Maximum

Flag for Maximum

Global Irradiance (GHI)

-4 2 1.2 21.5(cos ) 100 /SC zI W m 3

Diffuse Irradiance (DIF)

- - 700 W/m2

13

Diffuse Irradiance (DIF)

-4 2 1.2 20.95(cos ) 50 /SC zI W m 4

Direct Normal Irradiance (DNI)

-4 2 SCI 5

Direct Normal Irradiance (DNI)

- - DNI Clear Sky 6

ISC: Solar constant (1367 Wm-2

), ɛ: eccentricity of the orbit, ϴz: zenith angle

The quality analysis of component cross filters is used to check that the measured data meets the

interrelationship between the three components (GHI, DIF and DNI). Failure to pass these filters

establishes a supposition that any of the components were poorly measured or that the solar tracker

doesn’t points to the sun properly. The next table shows the conditions imposed on the cross

components analysis.

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Table 2: Conditions for the cross component

Parameter Conditions Limits Flags

cos z

G

D B 275º , cos 50 /z zD B W m 1 ± 8% 7

cos z

G

D B 275º 93º , cos 50 /z zD B W m 1 ± 15% 8

D

G 275º , 50 /z G W m < 1.05 9

D

G 275º 93º , 50 /z G W m < 1.10 10

The next procedure relates the three components but using a more tight procedure. This test is

based on the comparison of instruments which measure the same variables. The next table defines

the limits for this procedure:

Table 3: Conditions for the second group of cross component filters

Parameter Lower Limit Upper Limit Flags

B·cos z (G-D)-50 W/m-2

(G-D)+50 W/m-2

11

G-D B cos z - 50 W/m-2

B cos z + 50 W/m-2

12

The next procedure (4.1) applied relates the diffuse component (DIF or D) and global extraterrestrial

irradiance (Gext) using the diffuse index defined as:

Kd=

A higher limit of 0.6 is given to this filter and in case it is not fulfilled the flag number 14 is activated.

The next procedure makes use of clearness index (Kt) which is defined as the quotient between

ground measured global solar irradiance (GHI or G) and extraterrestrial solar irradiance (Gext). In this

procedure we establish the next condition for the activation of flag number 15:

If Kt is lower than 0.2 and D/G is lower than 0.9 then flag 15 is activated

The flag number 16 uses the same variables as the last filter but with the following conditions:

If Kt is higher than 0.5 and D/G is higher than 0.8 then flag 16 is activated

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The last filter (Flag 17) used is named as the tracker off filter and it is used to detect when the solar

tracker is not working correctly. First, the global solar irradiance (Sum SW) is estimated from

measured diffuse solar irradiance and measured direct normal irradiance using the expression

which relates the three components (Eq. 1.1). Then the following condition is established using clear

sky global irradiance (Gcclear) estimated with the model of ESRA and monthly climatological Linke

Turbidity values from SODA:

For D > 50W/m2,

If (Sum SW)/Gcclear>0.85 and if D/(Sum SW) the the tracker is not properly following

the sun.

This last filter only works under clear sky conditions.

Besides this filters, we have estimated direct normal irradiance (Ibest) from measured GHI and DIF

using the following expression:

Where Kd0 is defined as:

Kd0=

And is the angle of solar altitude.

3 QUALITY ANALYSIS

Based on the methodology of analysis developed in the previous section, the result of this statistical

analysis is presented. On the other hand, daily measures are plotted together with the estimation of

global and direct normal radiation for a clear sky day. The profiles of solar radiation to clear skies

have been estimated with the model of ESRA, as indicated in the methodology section. The daily

charts are provided in individual files for each day separate from this report. The format of the files is

PNG (Portable Network Graphics).

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3.1 Statistical Summary

3.1..1 Box-Whisker Diagrams

In this section, we can see that the box-whisker plots show the principal moments of the distribution

of each component of the solar radiation, GHI (Figure 1), DIF (Figure 2) and DNI (Figure 3). Box-

Whisker diagrams were made with the average 60 minute records of each component of solar

radiation measurement. In these charts you can check the distribution of the population measured,

using as parameters the following distribution: the median, represented by the red dotted line, the

percentiles 25% and 75%, represented by the upper and lower edges of the boxes blue,

respectively, and outliers, represented by red crosses.

Box-Whisker diagram of the global solar radiation (Figure 1) shows a median with a profile very

similar to the horizontal global radiation on a clear sky day, as expected.

Figure 1: Distribution of global radiation. Box-Whisker representation.

Regarding diffuse irradiance (Figure 2), we must point out that the outliers belong to values when

the solar tracker was not working properly.

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Figure 2: Distribution of diffuse radiation. Box-Whisker representation.

Finally, Box & Whisker diagram of direct normal radiation (Figure 3), as expected, it shows a

medium with a very similar profile of normal direct radiation on a clear day. However, there are many

outliers in the sunrise and sunset.

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Figure 3: Distribution of direct radiation. Box-Whisker representation.

3.1..2 Statistics from the filtering

Below we show the contour plots of the flags which have been obtained after analyzing the data with

the filters presented previously. These diagrams show the distribution of the flags in percent, which

have been detected for each month and hours.

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Figure 4: Flag contour diagram 1 (%). Percentage of data which is OK

Figure 5: Flag contour diagram 7 (%)

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Figure 6: Flag contour diagram 8 (%)

Figure 7: Flag contour diagram 9 (%)

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Figure 8: Flag contour diagram 12 (%)

Figure 9: Flag contour diagram 14 (%)

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Figure 10: Flag contour diagram 15 (%)

Figure 11: Flag contour diagram 16 (%)

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Figure 12: Flag contour diagram 17 (%). Solar Tracker Off.

In the next graphics, the flag values detected individually for each hour and each month is plotted.

The flag number 0 indicates that the sun elevation is lower than 0. In green color we indicate that the

registration of the three components of solar irradiance is correctly measured. With the red color we

indicate that some or all of the solar irradiance components (GHI, DIF or DNI) are suspicious to be

wrong or are wrongly measured.

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Figure 13: Flags for each hour and day. Month: June. Year: 2011

Figure 14: Flags for each hour and day. Month: July. Year: 2011

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Figure 15: Flags for each hour and day. Month: August. Year: 2011

Figure 16: Flags for each hour and day. Month: September. Year: 2011

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Figure 17: Flags for each hour and day. Month: October. Year: 2011

Figure 18: Flags for each hour and day. Month: November. Year: 2011

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Figure 19: Flags for each hour and day. Month: December. Year: 2011

Figure 20: Flags for each hour and day. Month: January. Year: 2012

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Figure 21: Flags for each hour and day. Month: February. Year: 2012

Figure 22: Flags for each hour and day. Month: March. Year: 2012

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Figure 23: Flags for each hour and day. Month: April. Year: 2012

Figure 24: Flags for each hour and day. Month: May. Year: 2012

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4 GRAPHICS

Here we show some samples from daily and weekly graphics to explain the most important errors

that have been detected in the measurements.

4.1 Daily charts

Here some daily charts are shown to explain individual cases where errors have been detected.

First we show a figure to explain the information which is presented in the daily graphics. The

variables which are included are the following: global horizontal irradiance (GHI) in black color (

), global extraterrestrial irradiance (Gext) in red color ( ), direct normal irradiance

(DNI) ( ), clear sky direct normal irradiance (Bcclear) ( ), diffuse irradiance (DIF) (

), clear sky diffuse irradiance (Dcclear) ( ), estimated global horizontal irradiance

(Sum SW) obtained from measured diffuse irradiance and direct normal irradiance using the

following equation DIF+DIRcosθ ( ), estimated direct normal irradiance (Ibest) obtained from

measured global horizontal and diffuse irradiance ( ) and clear sky global horizontal irradiance

(Gcclear) ( ). Besides, the flag code indicates which is the quality control value detected for

each one of the three magnitudes of solar irradiance measured. The green color in this number

indicates that the measure is right and the red color indicates that the measurements are suspicious

to be wrong or are wrong. Downside another row indicates if the solar tracker is working properly.

The code 0 with green color in the background indicates that the solar tracker is working ok and in

red color with code 1 we indicate that it is not working properly. The malfunctioning of the solar

tracker is only identified when there is a clear sky day condition.

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Figure 25: Example to explain the meaning of the codes representing the quality flags

In the next figures we show days when a malfunctioning of the solar tracker has been detected:

Figure 26: Julian Day: 161, Year: 2011

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Figure 27: Julian Day: 162, Year: 2011

Figure 28: Julian Day: 165, Year: 2011

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As mentioned before, the Solar Tracker off flag only works for clear sky days. However, as we can

observe in the next figures, when the solar tracker is off and there are within a particular day clear

sky conditions and cloudy conditions for certain hours, the trackeroff flag doesn’t work properly for

the hours with cloudy sky conditions. However, the other quality flags detect that there are errors in

the measurements when the clear sky conditions are not present and the trackeroff flag fails

detecting a malfunctioning in the solar tracker. These facts can be observed from the following

figures:

Figure 29: Julian Day: 156, Year: 2011

Another advisable thing to point out from the daily graphics is that when global horizontal irradiance

(GHI) reaches the level of global clear sky (Gcclear), measured direct normal irradiance (DNI) doesn’t

reach the value of clear sky direct normal irradiance (Bcclear). This fact can be observed visually from

the next graphics, because this “possible” underestimation is not detected by the flags due to the

fact that in some days the absolute difference between measured direct normal irradiance (DNI) and

estimated one (Ibest) from GHI and DIF is lower than 100W/m2. From the next figures, it can be

observed visually the days when there is a difference in measured and estimated direct normal

irradiance, however the flags detect that the measurements are right.

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Figure 30: Julian Day: 238, Year: 2011

Figure 31: Julian Day: 239, Year: 2011

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Figure 32: Julian Day: 365, Year: 2011

However, other days show moments when the cross components quality checks filters detect an

error in the measurements, related mainly in what we suppose is a non-properly measurement of

DNI as can be observed from the next figures:

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Figure 33: Julian Day: 227, Year: 2011

Figure 34: Julian Day: 282, Year: 2011

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Figure 35: Julian Day: 261, Year: 2011

Figure 36: Julian Day: 121, Year: 2012

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Figure 37: Julian Day: 119, Year: 2012

Figure 38: Julian Day: 118, Year: 2012

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However we can’t affirm with 100% of certain that the failing of cross component filters is due to not

properly measuring of DNI. Although the data-logger measures the three variables at the same time

assigning the same temporal reference we can observe in the next figures a deviation of the GHI

measurement to the left (non-symmetric measurements) compared with clear sky global irradiance,

which in consequence makes the flags detect errors in the measurements.

Figure 39: Detection of errors in the measurements due to not properly registering the temporal reference of GHI

4.2 Weekly charts: global solar irradiance

Here we present the weekly plots:

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Figure 40: Global Solar Radiation: Week 1-2011 Figure 41: Global Solar Radiation: Week 2-2011

Figure 42: Global Solar Radiation: Week 3-2011 Figure 43: Global Solar Radiation: Week 4-2011

Figure 44: Global Solar Radiation: Week 5-2011 Figure 45: Global Solar Radiation: Week 6-2011

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Figure 46: Global Solar Radiation: Week 7-2011 Figure 47: Global Solar Radiation: Week 8-2011

Figure 48: Global Solar Radiation: Week 9-2011 Figure 49: Global Solar Radiation: Week 10-2011

Figure 50: Global Solar Radiation: Week 11-

2011

Figure 51: Global Solar Radiation: Week 12-2011

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Figure 52: GHI: Week 19-2011 Figure 53: GHI: Week 20-2011

Figure 54: GHI: Week 21-2011 Figure 55: GHI: Week 22-2011

Figure 56: GHI: Week 23-2011 Figure 57: GHI: Week 24-2011

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Figure 58: GHI: Week 25-2011 Figure 59: GHI: Week 26-2011

Figure 60: GHI: Week 27-2011 Figure 61: GHI: Week 28-2011

Figure 62: GHI: Week 29-2011 Figure 63: GHI: Week 30-2011

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Figure 64: GHI: Week 31-2011 Figure 65: GHI: Week 32-2011

Figure 66: GHI: Week 33-2011 Figure 67: GHI: Week 34-2011

Figure 68: GHI: Week 35-2011 Figure 69: GHI: Week 36-2011

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Figure 70: GHI: Week 1-2012 Figure 71: GHI: Week 2-2012

Figure 72: GHI: Week 3-2012 Figure 73: GHI: Week 4-2012

Figure 74: GHI: Week 5-2012 Figure 75: GHI: Week 6-2012

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Figure 76: GHI: Week 7-2012 Figure 77: GHI: Week 8-2012

Figure 78: GHI: Week 9-2012 Figure 79: GHI: Week 10-2012

Figure 80: GHI: Week 11-2012 Figure 81: GHI: Week 12-2012

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Figure 82: GHI: Week 13-2012 Figure 83: GHI: Week 14-2012

Figure 84: GHI: Week 15-2012 Figure 85: GHI: Week 16-2012

Figure 86: GHI: Week 17-2012 Figure 87: GHI: Week 18-2012

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Figure 88: GHI: Week 19-2012

4.3 Weekly charts: direct normal irradiance (DNI)

Next we present weekly charts of hourly DNI for independent days.

Figure 89: DNI: Week 1-2011 Figure 90: DNI: Week 2-2011

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Figure 91: DNI: Week 3-2011 Figure 92: DNI: Week 4-2011

Figure 93: DNI: Week 5-2011 Figure 94: DNI: Week 6-2011

Figure 95: DNI: Week 7-2011 Figure 96: DNI: Week 8-2011

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Figure 97: DNI: Week 9-2011 Figure 98: DNI: Week 10-2011

Figure 99: DNI: Week 11-2011 Figure 100: DNI: Week 12-2011

Figure 101: DNI: Week 13-2011 Figure 102: DNI: Week 14-2011

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Figure 103: DNI: Week 15-2011 Figure 104: DNI: Week 16-2011

Figure 105: DNI: Week 17-2011 Figure 106: DNI: Week 18-2011

Figure 107: DNI: Week 19-2011 Figure 108: DNI: Week 20-2011

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Figure 109: DNI: Week 21-2011 Figure 110: DNI: Week 22-2011

Figure 111: DNI: Week 23-2011 Figure 112: DNI: Week 24-2011

Figure 113: DNI: Week 25-2011 Figure 114: DNI: Week 26-2011

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Figure 115: DNI: Week 27-2011 Figure 116: DNI: Week 28-2011

Figure 117: DNI: Week 29-2011 Figure 118: DNI: Week 30-2011

Figure 119: DNI: Week 1-2012 Figure 120: DNI: Week 2-2012

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Figure 121: DNI: Week 3-2012 Figure 122: DNI: Week 4-2012

Figure 123: DNI: Week 5-2012 Figure 124: DNI: Week 6-2012

Figure 125: DNI: Week 7-2012 Figure 126: DNI: Week 8-2012

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Figure 127: DNI: Week 9-2012 Figure 128: DNI: Week 10-2012

Figure 129: DNI: Week 11-2012 Figure 130: DNI: Week 12-2012

Figure 131: DNI: Week 13-2012 Figure 132: DNI: Week 14-2012

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Figure 133: DNI: Week 15-2012 Figure 134: DNI: Week 16-2012

Figure 135: DNI: Week 17-2012 Figure 136: DNI: Week 18-2012

Figure 137: DNI: Week 19-2012

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5 CONCLUSIONS

As a summary and conclusions, we sum up that:

The solar tracker was not working properly until August 2011, so measurements of

diffuse and direct normal irradiance for June and July 2011 are bad and should be

removed consequently from the database to avoid any misuse.

The temporal reference should be clarified and corrected. From the analysis we have

concluded that equation of time is already being applied to measurements.

There are many values which don’t qualify to pass the cross component filters. This could

be for the following reasons:

o Errors in the calibration constant of the instruments.

o The diffuse pyranometer is not correctly being shaded.

o Pyrheliometer is not correctly pointing the sun disc. We have observed that when

global horizontal irradiance reaches clear sky level direct normal irradiance

doesn’t reach clear sky DNI estimated using the same Linke Turbidy values.

Besides, higher values of DNI compared with measured ones are estimated using

diffuse and global measured irradiance. However, it is difficult to say if the high

DNI estimated from measurements of DIF and GHI is due to not measuring

properly DNI or it is used to not making a proper register of solar irradiance.

o The shaded and unshaded instrument needs corrections of its measured values

due to Infrared loss. However, the magnitude of this error in the measurements is

estimated to be lower than 10W/m2 [Dutton EG et al].

o Installation of a GPS to correct the temporal deviations of the data logger clock is

highly recommended.

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ANALYSIS AND ASSESSMENT OF MEASURED RADIOMETRIC DATA Page 53 of 53

6 REFERENCES

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ESRA, 2000a. The European solar radiation atlas. Vol. 1: Fundamentals and maps. Edited by:

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