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HOU Lei, ZHANG Jia-jian, QIU Lin, . Asymptotic solutions of the nonlinear eigenvalue problems in the multi-fieldcoupled dynamic equations[J]. Journal of East China Normal University (Natural Sciences), 2010, (3): 99-112.
Citation:
HOU Lei, ZHANG Jia-jian, QIU Lin, . Asymptotic solutions of the nonlinear eigenvalue problems in the multi-fieldcoupled dynamic equations[J]. Journal of East China Normal University (Natural Sciences), 2010, (3): 99-112.
HOU Lei, ZHANG Jia-jian, QIU Lin, . Asymptotic solutions of the nonlinear eigenvalue problems in the multi-fieldcoupled dynamic equations[J]. Journal of East China Normal University (Natural Sciences), 2010, (3): 99-112.
Citation:
HOU Lei, ZHANG Jia-jian, QIU Lin, . Asymptotic solutions of the nonlinear eigenvalue problems in the multi-fieldcoupled dynamic equations[J]. Journal of East China Normal University (Natural Sciences), 2010, (3): 99-112.
This article solved the asymptotic solution of the eigenvalue problem in thedissipative equilibrium vector field of the coupled convection disturbance kineticequations under the constraind filed and the gravity. The approach is to use the new parameters to reduce the three-dimensional coupling dynamic equations into a one-dimensional complex space of boundary-layer. Further analysis and computing were given on the asymptotic solutions for the nonlinear eigenvalue problem. Finally, a boundary-layer eigenvalue analysis was performed to solve the field coupling perturbation in this paper.
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