TY - GEN

T1 - Multi-criteria Model of Laser Radiation Control

AU - Malafeyev, O. A.

AU - Neverova, E. G.

AU - Nemnyugin, S. A.

AU - Alferov, G. V.

PY - 2014

Y1 - 2014

N2 - The paper formalizes a model of laser beam control. Working with real equipment implies occurence of various perturbations influencing on optical parameters of the laser beam. This increases divergence of beams and causes diminishing surface density of energy beacause of irradiation and affecting the pointing accuracy of optical navigation systems. One of the approaches to partial compensation of the perturbations influence is using adaptive optical control systems. [1], [6]-[8], [20], [22], [23] In the case it is reasonable to raise the problem of controlling the elements of laser optics system. In the paper this problem is formulated as a differential zero-sum two-person game. The game may be solved by means of analytical and numerical methods.

AB - The paper formalizes a model of laser beam control. Working with real equipment implies occurence of various perturbations influencing on optical parameters of the laser beam. This increases divergence of beams and causes diminishing surface density of energy beacause of irradiation and affecting the pointing accuracy of optical navigation systems. One of the approaches to partial compensation of the perturbations influence is using adaptive optical control systems. [1], [6]-[8], [20], [22], [23] In the case it is reasonable to raise the problem of controlling the elements of laser optics system. In the paper this problem is formulated as a differential zero-sum two-person game. The game may be solved by means of analytical and numerical methods.

U2 - 10.1109/Emission.2014.6893966

DO - 10.1109/Emission.2014.6893966

M3 - статья в сборнике материалов конференции

SP - 33

EP - 37

BT - 2014 2ND INTERNATIONAL CONFERENCE ON EMISSION ELECTRONICS (ICEE)

A2 - Egorov, NV

A2 - Ovsyannikov, DA

A2 - Veremey, EI

PB - IEEE Canada

Y2 - 30 June 2014 through 4 July 2014

ER -