S.V. Geraschenko

Article presents formulation and decision of a problem of optimization of spatial distribution for energy (power) resource of the information complex, consisting of two Radar stations from the phased array in the time of searching for and detecting targets in the general zone of survey in unstable disturbance conditions. The zone of survey for each Radar stations is presented by cellular model, within which beam of phased array moves discretely at the process of survey. Disturbance conditions are assigned by casual block matrix, blocks of which characterize these conditions in zone of survey in intervals of quasystationarity. The Strategy of searching for target of each Radar stations in interval of quasystationarity is defined by matrix, elements of which take value «1», when angular direction is subjected to sound and take value «0» - otherwise. The Problem of optimization is presented as m- phase task for stochastic programming with probabilistic energy restrictions. Modified additive algorithm is offered for decision of the problem. The Result of the decision is a Boolean matrix, maximizing number of targets of known type, detected on required range with given factor quality. This matrix defines exactly strategies of searching for targets by both Radar stations in each time interval of quasystationary disturbance situation.