fourth european space weather week 5-9 nov . 2007 tec f orecasting d uring d isturbed

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Fourth European Space Weather Week 5-9 Nov . 2007 TEC F ORECASTING D URING D ISTURBED S PACE W EATHER C ONDITIONS : A P OSSIBLE A LTERNATIVE TO THE IRI-2001 Yurdanur Tulunay 1 , Erdem Turker Senalp 2 , Ersin Tulunay 2 ODTU / METU Ankara, TURKEY - PowerPoint PPT Presentation

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Fourth European Space Weather Week5-9 Nov. 2007

TEC FORECASTING DURING DISTURBED

SPACE WEATHER CONDITIONS:

A POSSIBLE ALTERNATIVE TO THE IRI-2001

Yurdanur Tulunay1, Erdem Turker Senalp2, Ersin Tulunay2

ODTU / METU Ankara, TURKEY

(1) Dept. of Aerospace Eng., ytulunay@metu.edu.tr

(2) Dept. of Electrical and Electronics Eng.

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CONTENTS

1. Introduction

2. METU-NN-C

3. Data Organisation

4. Results

5. Conclusions

6. Acknowledgements

7. References

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INTRODUCTION

Ionospheric processes: highly nonlinear and dynamic

TEC: key parameter in navigation and telecommunication

METU Group: specialized on data driven modelling since 1990’s

Recently developped: NN and Cascade Model based on the Hammerstein system modelling

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Objective:

• to forecast TEC with higher accuracy under the influence of the extreme solar events.

A case study: Solar Events of April 2002

• A possible alternative to IRI-2001?

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Why and How?

• Mathematical models of the ionospheric parameters (i.e. TEC) DIFFICULT

• Data-driven approaches (i.e. NN modelling) employed in parallel with the mathematical models

• Therefore, METU-NN-C using Bezier curves to represent nonlinearities

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METU-NN-C

• TEC map over Europe constructed by METU-NN in 2004 and 2006 (Tulunay et al. [2004a, 2006] )

• to increase the performance, a new technique,METU-NN-C developped [Senalp, 2007]

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Fig. 1. Construction of the METU-NN-C Models[Senalp et al., 2007]

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1

2

3

Block 1: METU-NN model estimates the state-like variables for the METU-C

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k : Discrete time index

uDp(k) : Inputs

xDq(k) : the internal variables of the METU-C

Block 2: Construction of Nonlinear Static Block of METU-C

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Block 3: Construction of Linear Dynamic Block of METU-C

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The Generic METU-NN-C Model

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Phases of Application of METU-NN-C:

• ‘Training’ • ‘Test’

Inputs: • Present value of TEC: TEC(k)• Temporal parameters: Trigonometric comp. of time

Bezier curves to represent NONLINEARITIES

METU-NN: State-like variable estimator

Output:• Forecast TEC values one hour in advance

DATA ORGANIZATION

• 10-min GPS-TEC data of

Chilbolton (51.8˚N; 1.26˚W) Hailsham (50.9˚N; 0.3˚E)

• Development Step:Training: Chilbolton TEC (April; May 2000, 2001)

Validation: Chilbolton TEC (April-May 2000, 2001)

• Operation Step:Validation: Hailsham TEC (April; May 2002)

• 2000-2002 SSN max. years

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RESULTS

Fig. 2 Observed and one hour ahead Forecast Hailsham TEC values for April, May 2002 [Senalp et al., 2007]

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Fig. 3. METU-NN-C and IRI-2001 during disturbed conditions (Hailsham)

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- Fig. 4. Scatter diagrams and best-fit lines: in 18-19 April 2002 at Hailsham

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METU-NN-C IRI-2001

Table 1. Performance of models

(18-19 April 2002; Hailsham)

METU-NN-C IRI-2001Normalized Error (%) 20.04 204.1

Cross Correlation Coefficient (x10-2) 98.7 83.8

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CONCLUSIONS

• During disturbed SW conditions, METU-NN-C seems to show better performance over IRI-2001

• METU-NN-C Model - more versatile and has got advantages provided that the representative data are available

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Acknowledgements

This work is partially supported by

• EU action of COST 296 (Mitigation of Ionospheric Effects on Radio Systems)

• TUBITAK-ÇAYDAG (105Y003)

• GPS-TEC data are kindly provided by Dr. Lj. R. Cander

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References

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Bézier, P.E. (1972), Numerical Control – Mathematics and Applications, Translated by Forrest A.R. and Pankhurst A.F., pp. 115-136, John Wiley & Sons Ltd., England.

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Senalp E.T., E. Tulunay, and Y. Tulunay (2006a), Neural Networks and Cascade Modeling Technique in System Identification, TAINN’2005, 16-17 June. 2005, Cesme, Izmir, Turkey, 286-293; Lect. Notes Artif. Int., 3949, 84-91.

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Senalp E.T., E. Tulunay, and Y. Tulunay (2006b), System Identification by using Cascade Modeling Technique with Bezier Curve Nonlinearity Representations, TAINN’2006, 21-23 June 2006, Akyaka, Mugla, Turkey, 75-82.

Senalp E.T. (2007), Cascade Modeling of Nonlinear Systems, Ph-D Thesis, (Supervisor: E. Tulunay), Middle East Technical University, Dept. of Electrical and Electronics Eng., Ankara, Turkey, August 2007.

Senalp E.T., Y. Tulunay, and E. Tulunay (2007), Total Electron Content (TEC) Forecasting by Cascade Modeling: A Possible Alternative to the IRI-2001, Radio Sci., (submitted)

Stamper R., A. Belehaki, D. Buresova, Lj.R. Cander, I. Kutiev, M. Pietrella, I. Stanislawska, S. Stankov, I. Tsagouri, Y.K. Tulunay, and B. Zolesi (2004), Nowcasting, forecasting and warning for ionospheric propagation: tools and methods, Ann. Geophys.-Italy, 47(2/3), 957-983.

Tulunay, E. (1991), Introduction to Neural Networks and their Application to Process Control, in Neural Networks Advances and Applications, edited by E. Gelenbe, pp. 241-273, Elsevier Science Publishers B.V., North-Holland.

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Tulunay E., Y. Tulunay, E.T. Senalp, Lj.R. Cander (2004b), Forecasting GPS TEC Using the Neural Network Technique “A Further Demonstration”, Bulgarian Geophysical Journal, 30(1-4), 53-61.

Tulunay E., E.T. Senalp, S.M. Radicella, Y. Tulunay (2006), Forecasting Total Electron Content Maps by Neural Network Technique, Radio Sci., 41(4), RS4016.

Tulunay Y., E. Tulunay, and E.T. Senalp (2001), An Attempt to Model the Influence of the Trough on HF Communication by Using Neural Network, Radio Sci., 36(5), 1027-1041.

Tulunay Y., E. Tulunay, and E.T. Senalp (2004a), The Neural Network Technique-1: A General Exposition, Adv. Space Res., 33(6), 983-987.

Tulunay Y., E. Tulunay, and E.T. Senalp (2004b), The Neural Network Technique-2: An Ionospheric Example Illustrating its Application, Adv. Space Res., 33(6), 988-992.

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