The calculation of eigenvalues for the stationary perturbation of Poiseuille flow using initial value methods
Author:
Publisher
Elsevier BV
Subject
Applied Mathematics,Analysis
Reference10 articles.
1. The calculation of eigenvalues for the stationary perturbation of poiseuille flow
2. Invariant Imbedding and its Applications to Ordinary Differential Equations;Scott,1973
3. An initial value method for the eigenvalue problem for systems of ordinary differential equations
4. On the computation of eigenvalues arising out of perturbations of the blasius profile
5. The Riccati transformation method and the computation of eigenvalues of complex linear differential systems
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1. The decay of a swirling perturbation of pipe Poiseuille flow;European Journal of Applied Mathematics;2012-01-12
2. Invertibility of the Poiseuille Linearization for Stationary Two-Dimensional Channel Flows: Nonsymmetric Case;Journal of Mathematical Fluid Mechanics;2002-12
3. The calculation of eigenvalues for the stationary perturbation of couette-poiseuille flow;Applied Mathematics and Mechanics;1995-10
4. Stationary perturbations of Couette–Poiseuille flow: the flow development in long cavities and channels;Journal of Fluid Mechanics;1995-06-10
5. B;Encyclopaedia of Mathematics;1994
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