Published 1984
| Accepted Version
Book Section - Chapter
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Generalized poisson brackets and nonlinear Liapunov stability application to reduces mhd
- Others:
- Tran, M. Q.
- Sawley, M. L
Abstract
A method is presented for obtaining Liapunov functionals (LF) and proving nonlinear stability. The method uses the generalized Poisson bracket (GPB) formulation of Hamiltonian dynamics. As an illustration, certain stationary solutions of ideal reduced MHD (RMHD) are shown to be nonlinearly stable. This includes Grad-Shafranov and Alfven solutions.
Additional Information
© 1984, STI. Presented at the Intern. Conf. on Plasma Phys., Lausanne, Switzerland, 27 Jun. - 3 Jul. 1984.Attached Files
Accepted Version - HaHoMaMo1984.pdf
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HaHoMaMo1984.pdf
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- CaltechAUTHORS:20101026-154917202
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