Sequential conjugate gradient‐restoration algorithm for optimal control problems with non‐differential constraints and general boundary conditions, part 2

A. K. Wu; A. Miele

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Sequential conjugate gradient‐restoration algorithm for optimal control problems with non‐differential constraints and general boundary conditions, part 2

机译：Sequential conjugate gradient‐restoration algorithm for optimal control problems with non‐differential constraints and general boundary conditions, part 2

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AbstractIn Reference 1, Wu and Miele developed the sequential conjugate gradient‐restoration algorithm for minimizing a functional subject to differential constraints, with or without non‐differential constraints, and general boundary conditions. In this paper, several numerical examples are presented. Some of these pertain to a quadratic functional subject to linear constraints, and some pertain to a non‐quadratic functional subject to non‐linear constraints. These examples demonstrate the feasibility as well as the convergence characteristics of the sequential conjugate gradient‐restoration

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《optimal control applications and methods》 |1980年第2期|119-130|共页
作者
A. K. Wu; A. Miele;
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正文语种英语
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Conjugate‐gradient methods; Conjugate gradient‐restoration algorithms; Non‐differential constraints; General boundary conditions; Optimal control; Numerical methods;

Sequential conjugate gradient‐restoration algorithm for optimal control problems with non‐differential constraints and general boundary conditions, part 2

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