Increasing the efficiency of optical information systems by rational distribution of optical degrees of freedom

2012 ◽  
Vol 38 (6) ◽  
pp. 516-518
Author(s):  
B. S. Gurevich ◽  
S. B. Gurevich
2020 ◽  
Vol 11 (1) ◽  
Author(s):  
Geyang Qu ◽  
Wenhong Yang ◽  
Qinghai Song ◽  
Yilin Liu ◽  
Cheng-Wei Qiu ◽  
...  

Abstract Meta-holographic encryption is a potentially important technique for information security. Despite rapid progresses in multi-tasked meta-holograms, the number of information channels available in metasurfaces is limited, making meta-holographic encryption vulnerable to some attacking algorithms. Herein, we demonstrate a re-programmable metasurface that can produce arbitrary holographic images for optical encryption. The encrypted information is divided into two matrices. These two matrices are imposed to the incident light and the metasurface, respectively. While the all-dielectric metasurface is static, the phase matrix of incident light provides additional degrees of freedom to precisely control the eventual functions at will. With a single Si metasurface, arbitrary holographic images and videos have been transported and decrypted. We hope that this work paves a more promising way to optical information encryption and authentication.


Author(s):  
R Galindo Orozco

Analytical expressions for the parameterization of all one- and two-degrees-of-freedom stable controllers stabilizing full state information systems are presented. It is assumed that the strictly proper, lumped, and linear time-invariant nominal plant has a stabilizable realization and is strongly stabilizable, and that the number of entries of the plant state is even and is double the number of entries of the plant input. Right and left coprime factorizations of the transfer function of the plant in terms of the matrices of the plant realization are proposed, the Diophantine equation is solved, and stabilizing controllers are obtained using Youla parameterization. Conditions for strong stability are given, and the free parameters of the stabilizing controllers solving the mixed sensitivity problem are established. The results are illustrated through simulation examples of a half-car active suspension system and a two-degrees-of-freedom planar rotational robot.


Author(s):  
Е.Р. МИЛЮТИН

Анализируются геометрические потери в атмосферных оптических системах в свободном пространстве. Приводятся оценки потерь в турбулентной среде. Geometrical losses in atmospheric optical systems in free space are analyzed. Estimates of losses in a turbulent medium are given.


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