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Numerical method for predicting transition in three-dimensional flows by spatial amplification theory - MaRDI portal

Numerical method for predicting transition in three-dimensional flows by spatial amplification theory (Q4020078)

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Numerical method for predicting transition in three-dimensional flows by spatial amplification theory
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    Numerical method for predicting transition in three-dimensional flows by spatial amplification theory (English)
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    16 January 1993
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    second-order-accurate numerical method
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    Keller's box scheme
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    Orr- Sommerfeld equation
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    e(sup n) method
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    eigenvalue formulation
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    saddle- point method
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    swept wing
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    prolate spheroid
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    angle of incidence
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