Search for a Two-dimensional Optimal Discrete Solution of the Quantized Linear Discrete Control Problem

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概要

• 論文の詳細を見る

• The control values in quantized control systems can take only given discrete values. In this paper，definitions of the multi-dimensional solution (i.e. completely optimal solution or noninferior solution) to the discrete variables problem are given，and the quantized linear discrete control problem with a two dimensional performance function is formulated by the Halkin-type linear discrete control system. A noninferior solution in this control system is obtained by the algorithm proposed in this paper effectively. 量子的制御システムの制御操作量は，所与の離散値を取ることになっている。本稿において，まず離散値の場合の多次元解の定義 (完全最適解あるいは非劣解) を与え，さらに二次の評価関数を有する離散型線形量子的制御システムの制御問題をHalkinの線形制御問題を参考にして与え，最終時刻kにおける非劣解を本稿でのアルゴリズムを用いて効果的に求めている。

• 広島国際学院大学の論文

著者

• Kahar Samsak

  Undergraduate School Of Doctor Course Okayama University

• MUNAKATA Tsunehiro

  Department of Mechanical Engineering, Hiroshima Kokusai Gakuin University

関連論文

• A Control Algorithm to Mixed-Quantized Discrete Linear Optimal Control Systems
• Search for a Two-dimensional Optimal Discrete Solution of the Quantized Linear Discrete Control Problem
• A Method of Minimal-Time Control to a Quantized Linear Discrete System with Rational Coefficients
• Search for a Two-dimensional Optimal Discrete Solution of the Quantized Linear Discrete Control Problem

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