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Problem of Optimal Management of Resources of Industrial Production with Given Statistical Data of Disturbance Parameters

机译:涉及干扰参数统计数据的工业生产资源优化管理问题

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摘要

A problem of optimum control with static quality function and with integral reachability criterion of a job for consuming control resources when perturbation distribution is known a priori has been formulated. It has been demonstrated that with the introduction of a certain structure providing feedback the problem can be reduced to a problem of stabilizing a relation of weight coefficients for optimality and reachability criteria during a process with a terminating time. Synthesis of stabilizing Lagrangian function in feedback network is made. Results of numerical analysis are given.
机译:在已知扰动分布时,具有静态质量函数的最佳控制和具有用于消耗控制资源的整体可达性标准的问题。已知先验先验。已经证明,随着提供反馈的一定结构,可以将问题减少到稳定在终止时间的过程中的重量系数和可达性标准的重量系数的关系的问题。制作了反馈网络中稳定拉格朗日函数的合成。给出了数值分析的结果。

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