Instability proof for some transonic problems with resonant mode crossings

MichaelRenardy

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Instability proof for some transonic problems with resonant mode crossings

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Proofs of instability are given for two problems in fluid dynamics. These problems are of a transonic nature and the instability results from real eigenvalues which cross and bifurcate into the complex plane. The first problem concerns the stability of linear shear flow in shallow water, and the second problem concerns shear flow in non-Newtonian fluids.

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《theoretical and computational fluid dynamics》 |1995年第6期|457-461|共页
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MichaelRenardy;
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Virginia Tech;

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Instability proof for some transonic problems with resonant mode crossings

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