Optimal Control Theory


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Navigation menu Theory, Methods and Examples

The different quantities are unitless in all the figures. The parameter k is fixed to 1. Bottom Projections onto the sphere of different trajectories lying on a bitorus.

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The green light gray and red dots dark gray are, respectively, the initial and final positions of the trajectories. Figure 3 Projection onto the sphere of an optimal trajectory for the energy minimization control problem top panel and of the corresponding fields bottom panel. The pump and the Stokes fields are, respectively, depicted in blue black and in red dark gray. In the bottom panel, the Stokes and the pump pulses are, respectively, depicted in blue black and red gray.

The Hamiltonian H of Eq.

Control and Optimal Control Theories with Applications - 1st Edition

Figure 5 The four-level tripod quantum system. In the bottom panel, the pump, Stokes 1, and Stokes 2 pulses are represented in blue dark gray , red light gray , and black, respectively. Sign up to receive regular email alerts from Physical Review A.

Journal: Phys. X Rev. A Phys.


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B Phys. C Phys.

Bulletin of the American Mathematical Society

D Phys. E Phys.

Mod-01 Lec-35 Hamiltonian Formulation for Solution of optimal control problem and numerical example

Fluids Phys. Materials Phys.

Applied Phys. Beams Phys. We would like to ask you for a moment of your time to fill in a short questionnaire, at the end of your visit. If you decide to participate, a new browser tab will open so you can complete the survey after you have completed your visit to this website. Thanks in advance for your time. Skip to content. Search for books, journals or webpages All Pages Books Journals. View on ScienceDirect.

Paperback ISBN: Imprint: Woodhead Publishing. Published Date: 1st December Page Count: Sorry, this product is currently unavailable. Sorry, this product is currently out of stock.

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Institutional Subscription. Free Shipping Free global shipping No minimum order. Investigates the many applications of control theory to varied and important present-day problems Deals with the control of linear time-continuous systems, using both transfer function and state-space methods Introduces the calculus of variations, followed by analysis of continuous optimal control problems. David N. Burghes , University of Exeter, UK.

University of Exeter.

Optimal Control Theory Optimal Control Theory
Optimal Control Theory Optimal Control Theory
Optimal Control Theory Optimal Control Theory
Optimal Control Theory Optimal Control Theory
Optimal Control Theory Optimal Control Theory
Optimal Control Theory Optimal Control Theory
Optimal Control Theory Optimal Control Theory

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