SELECTION OF OPTIMAL BOUNDARY CONDITIONS IN A TIME OPTIMIZATION PROBLEM.

被引：0

作者：

Voevodin, S.A.

机构：

来源：

Cosmic Research (English translation of Kosmicheskie Issledovaniya) | 1984年 / 22卷 / 06期

关键词：

CONTROL SYSTEMS; OPTIMAL;

D O I：

暂无

中图分类号：

学科分类号：

摘要：

The planar problem of the time-optimal guidance of a space vehicle to a prescribed position is investigated. The formulation of the problem is distinguished by indeterminacy of the boundary conditions with respect to the angular coodinate and is novel insofar as it takes into account the angular-velocity constraints of the vehicle. The optimal control function is synthesized, and an analytical solution is obtained.

引用

页码：688 / 697

共 50 条

[1] NECESSARY AND SUFFICIENT CONDITIONS FOR THE CONVEX OPTIMAL CONTROL PROBLEM.
Rajaraman, M.K.
Walvekar, Arun G.
1600, (22):
[2] NECESSARY CONDITIONS FOR A SUCCESSIVE MAXIMIN IN THE OPTIMAL CONTROL PROBLEM.
Vladimirov, A.A.
Moscow University Computational Mathematics and Cybernetics (English Translation of Vestnik Moskovskogo Universiteta. Seriya XV:Vychislitel'naya Matematika i Kibernetika), 1979, (03): : 27 - 36
[3] TIME-OPTIMAL CONTROL FOR A ROBOTIC CONTOUR FOLLOWING PROBLEM.
Huang, Han-Pang
McClamroch, N.Harris
IEEE journal of robotics and automation, 1988, 4 (02): : 140 - 149
[4] ASYMPTOTIC BEHAVIOR OF SMOOTHING IN A LINEAR TIME-OPTIMAL PROBLEM.
Kiselev, Yu.N.
Shimokhina, O.N.
Moscow University computational mathematics and cybernetics, 1984, (04) : 64 - 71
[5] CRITERIA OF OPTIMALITY IN THE INFINITE-TIME OPTIMAL CONTROL PROBLEM.
Stern, L.E.
1600, (44):
[6] Optimization of the Total Present Value of Profits under Semi Markov Conditions with Applications in the Optimal Ferry Dispatch Problem.
Katehakis, Michael N.
Baltzakis, Ioannis
Ungureanu, Victoria
PROCEEDINGS OF THE 4TH WSEAS/IASME INTERNATIONAL CONFERENCE ON DYNAMICAL SYSTEMS AND CONTROLS, 2008, : 122 - +
[7] NECESSARY CONDITIONS FOR THE BOLZA PROBLEM.
Frankowska, Halina
1600, (10):
[8] ″Time-Damping-Optimal″ Control of Acceleration Systems, an Optimzation Problem.
Jungfermann, F.J.
Regelungstechnik RT, 1979, 27 (10): : 333 - 335
[9] An irregular boundary value and expansion problem.
Ward, LE
ANNALS OF MATHEMATICS, 1925, 26 : 21 - 36
[10] REGULARIZED TRACES OF A BOUNDARY VALUE PROBLEM.
Fazullin, Z.Yu.
Moscow University computational mathematics and cybernetics, 1984, (02) : 39 - 45

← 1 2 3 4 5 →