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Approximate Optimal Control in the Infinite Time Horizon Problem with Phase Constraints

机译:近似无限时间最优控制地平线与相位约束问题

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The paper investigates a control problem of optimal distribution of investments directed towards improvement of the resource productivity and/or purchasing the natural resources. The problem is based on the growth model of the effective resource consumption under the condition on resources' exhaustion. The paper provides an interpretation of phase variables in terms of the reliability theory. The optimal solution of the problem is approximated by piecewise constant controls that guarantee convergence of the trajectories to the unique equilibrium of the Hamiltonian system. The derived approximation satisfies the phase constraints and matches with the stabilized solutions constructed on the basis of the nonlinear regulator approach.
机译:本文调查的控制问题最优分布的直接投资对提高资源生产率和/或购买自然资源。问题是基于的增长模式有效的资源消耗下条件资源的枯竭。提供了一个解释变量的阶段可靠性理论。解决问题是近似的分段常数控制,保证收敛轨迹的独一无二的哈密顿系统的平衡。推导出近似满足的阶段与稳定约束和匹配解决方案的基础上建造的非线性调节器的方法。

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