MODIFIED QUASILINEARIZATION ALGORITHM FOR OPTIMAL CONTROL PROBLEMS WITH NONDIFFERENTIAL CONSTRAINTS AND GENERAL BOUNDARY CONDITIONS, PART 1, THEORY.

被引：0

作者：

Miele, A.

Kuo, Y.M.

Coker, E.M.

机构：

来源：

Rice University, Aero-Astronautics Reports | 1982年 / 161期

关键词：

COMPUTER PROGRAMMING - Algorithms;

D O I：

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摘要：

This report considers the numerical solution of two classes of optimal control problems. A modified quasilinearization algorithm is developed. Its main property is the descent property in the performance index R, the cumulative error in the constraints and the optimality conditions. An auxiliary minimization algorithm for selecting the multipliers optimally is presented.

引用

共 36 条

[21] PARABOLIC OPTIMAL CONTROL PROBLEMS WITH COMBINATORIAL SWITCHING CONSTRAINTS, PART II: OUTER APPROXIMATION ALGORITHM
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[22] Dirichlet Boundary Control of Semilinear Parabolic Equations Part 1: Problems with No State Constraints
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[23] Dirichlet boundary control of semilinear parabolic equations - Part 1: Problems with no state constraints
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[28] Solutions of optimal feedback control problems with general boundary conditions using Hamiltonian dynamics and generating functions
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[29] AN EXACT PENALTY-FUNCTION ALGORITHM FOR OPTIMAL-CONTROL PROBLEMS WITH CONTROL AND TERMINAL EQUALITY CONSTRAINTS .1.
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POLAK, E
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[30] SEQUENTIAL CONJUGATE-GRADIENT-RESTORATION ALGORITHM FOR OPTIMAL CONTROL PROBLEMS .1. THEORY
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