Stochastic Optimization for Adaptive Real-Time Wavefront Correction

We have investigated the performance of an adaptive optics system subjected to changing atmospheric conditions, under the guidance of the ALOPEX stochastic optimization. Atmospheric distortions are smoothed out by means of a deformable mirror, the shape of which can be altered in order to follow the...

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Bibliographic Details
Published in:Numerical algorithms 2003-08, Vol.33 (1-4), p.509-520
Main Authors: Zakynthinaki, M.S, Saridakis, Y.G
Format: Article
Language:English
Subjects:
Adaptive optics
Adaptive systems
Algorithms
Atmospheric turbulence
Cost function
Deformable mirrors
Deformation
Formability
Luminous intensity
Masking
Optimization
Simulation
Wave fronts
Zernike polynomials
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Summary:We have investigated the performance of an adaptive optics system subjected to changing atmospheric conditions, under the guidance of the ALOPEX stochastic optimization. Atmospheric distortions are smoothed out by means of a deformable mirror, the shape of which can be altered in order to follow the rapidly changing atmospheric phase fluctuations. In a simulation model, the total intensity of the light measured on a central area of the image (masking area) is used as the cost function for our stochastic optimization algorithm, while the surface of the deformable mirror is approximated by a Zernike polynomial expansion. Atmospheric turbulence is simulated by a number of Kolmogorov filters. The method's effectiveness, that is its ability to follow the motion of the turbulent wavefronts, is studied in detail and as it pertains to the size of the mirror's masking area, to the number of Zernike polynomials used and to the degree of the algorithm's stochasticity in relation to the mean rate of change of atmospheric distortions. Computer simulations and a series of numerical experiments are reported to show the successful implementation of the method.
ISSN:1017-1398
1572-9265
DOI:10.1023/A:1025569601287