Format:
Online-Ressource (VII, 149 p)
,
digital
Edition:
Springer eBook Collection. Engineering
ISBN:
9783540482314
Series Statement:
Lecture Notes in Control and Information Sciences 133
Content:
This monograph considers stochastic models for laser propagation in atmospheric turbulence in a Hilbert space context. The laser beam intensity is formulated as the solution to a random Schroedinger equation. This model is considered as an abstract bilinear system with a multiplicative white noise input. This monograph applied the Hilbert space valued white noise theory to the laser distortion problem and relates it to the Wiener process formulation. This monograph will be of interest to researchers working in stochastic differential equations, as well as engineers and physicists working in atmoshperic optics. The monograph is intended for readers who have taken a graduate course in functional analysis and probability
Note:
Literaturverz. S. [116] - 119
,
Contents: Introduction -- Wave Propagation in a Random Medium -- White Noise in Hilbert Spaces -- Product Formula Solutions -- Simulation -- Feynman Path Integrals -- Simulation Software -- Additional Simulation Results -- Simulation Verification.
Additional Edition:
ISBN 9783540515388
Additional Edition:
Druckausg. Leland, Robert P. Stochastic models for laser propagation in atmospheric turbulence Berlin : Springer, 1989 ISBN 3540515380
Additional Edition:
ISBN 0387515380
Language:
English
Subjects:
Mathematics
Keywords:
Atmosphärische Turbulenz
;
Laserstrahlung
;
Wellenausbreitung
;
Stochastisches Modell
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