1989
DOI: 10.1117/12.951750
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Analysis And Implementation Of Non-Kolmogorov Phase Screens Appropriate To Structured Environments

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Cited by 12 publications
(11 citation statements)
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“…The phase distribution can be derived from the power spectrum by using the method reported in Ref. 7. With a little difference in the notation and expression, the phase distribution derived by using that method is…”
Section: Generating Irregular Phase Distributionsmentioning
confidence: 99%
“…The phase distribution can be derived from the power spectrum by using the method reported in Ref. 7. With a little difference in the notation and expression, the phase distribution derived by using that method is…”
Section: Generating Irregular Phase Distributionsmentioning
confidence: 99%
“…A full two transverse dimensional model is in the process of development and will be reported on in the near future. For propagation through a medium with constant index of refraction n and any given initial beam, one solves the paraxial equation 0' 82, 2ik-+ -i + k2(n2 -1)t,h = 0 (8) äz äx where 1/) is a complex amplitude representing the beam, z is the direction of propagation, 2; 15 the transverse direction, and k = 2ir/A for A the wavelength. This can be efficiently computed for a propagation step z z z0 + Ez using a pseudospectral method.…”
Section: Variance Of the Index Of Refractionmentioning
confidence: 99%
“…Along with (4), (5), and (7) we construct the following The propagation of a laser beam through a disturbed environment is simulated using the well known "multiple phase screen" approach which will be briefly described here in the case of one transverse dimension (but see [8] for a more complete exposition) . A full two transverse dimensional model is in the process of development and will be reported on in the near future.…”
Section: Variance Of the Index Of Refractionmentioning
confidence: 99%
“…The phase screens were generated using a white noise filtering approach [19,20,30,31]. Phase screens possessing the von Karman spectrum with outer scale Lo = 100 m were simulated using this method so that ensemble of phase screens has the power spectrum 0.00969ft,C;…”
Section: Simulation Descriptionmentioning
confidence: 99%
“…The phase screens were created in 2N x 2N arrays, and the center N x N section was extracted to avoid problems arising from the fact that autocorrelation of the phase is an even function [31]. While this approach to phase screen generation has been widely used [19,20,30,31,32], this approach is known to produce phase screens which are affected by truncation of the power spectrum at both high spatial frequencies, due to finite sample spacing Aa;, and at low spatial frequencies, due to finite array size N. We adopt this phase screen generation technique here because of its speed of operation, and because of reasonable agreement between theory and simulation [19].…”
Section: Simulation Descriptionmentioning
confidence: 99%