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1. Geometric and Numerical Methods in the Contrast Imaging Problem in Nuclear Magnetic Resonance.

Author

Bonnard, Bernard, Claeys, Mathieu, Cots, Olivier, and Martinon, Pierre

Subjects
*MAGNETIC resonance, *RESONATORS, *MAGNETISM, *ATOMS, *OSCILLATIONS
Abstract

In this article, the contrast imaging problem in nuclear magnetic resonance is modeled as a Mayer problem in optimal control. The optimal solution can be found as an extremal, solution of the Maximum Principle and analyzed with the techniques of geometric control. This leads to a numerical investigation based on so-called indirect methods using the HamPath software. The results are then compared with a direct method implemented within the Bocop toolbox. Finally lmi techniques are used to estimate a global optimum. [ABSTRACT FROM AUTHOR]

Published
2015
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