Affordable Access

Publisher Website

Dynamic programming for impulse controls

Authors
Publisher
Elsevier Ltd
Publication Date
Volume
32
Issue
2
Identifiers
DOI: 10.1016/j.arcontrol.2008.08.001
Keywords
  • Closed-Loop Impulse Control
  • Feedback Strategy
  • Dynamic Programming
  • Variational Inequality
  • Generalized Controls
  • High-Order Impulses
  • Nonlinear Analysis
  • Bang-Bang Control
  • Fast Controls
  • Oscillating Systems
  • Finite Time
Disciplines
  • Computer Science

Abstract

Abstract This paper describes the theory of feedback control in the class of inputs which allow delta-functions and their derivatives. It indicates a modification of dynamic programming techniques appropriate for such problems. Introduced are physically realizable bang-bang-type approximations of the “ideal” impulse-type solutions. These may also serve as “fast” feedback controls which solve the terminal control problem in arbitrary small time. Examples of damping high-order oscillations in finite time are presented.

There are no comments yet on this publication. Be the first to share your thoughts.

Statistics

Seen <100 times
0 Comments

More articles like this

Average optimality in dynamic programming on Borel...

on Systems & Control Letters Jan 01, 1991

On a class of dynamic programming problems whose o...

on European Journal of Operationa... Jan 01, 1984

Methods of dynamic programming in the theory of op...

on USSR Computational Mathematics... Jan 01, 1964

Dynamic programming.

on Science Jul 01, 1966
More articles like this..