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Three-dimensional wave packets in a compressible boundary layer
Eric Forgoston
, Anatoli Tumin
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Contribution to journal
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Article
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peer-review
12
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Dive into the research topics of 'Three-dimensional wave packets in a compressible boundary layer'. Together they form a unique fingerprint.
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Keyphrases
Wave Packet
100%
Inverse Fourier Transform
100%
Compressible Boundary Layers
100%
Three-dimensional Waves
100%
Two Dimensional
75%
Mode S
75%
Discrete Spectrum
50%
Steepest Descent Method
50%
Continuous Spectrum
50%
Fourier Integral
50%
Asymptotic Approximation
50%
Temporal Stability
25%
Receptivity
25%
Local Disturbance
25%
Gaussian Model
25%
Hypersonic Boundary Layer
25%
Three-dimensional (3D)
25%
Boundary Layer Flow
25%
Discrete Mode
25%
Stability Theory
25%
Three-dimensional Case
25%
Computationally Intensive
25%
Biorthogonal
25%
Eigenfunctions
25%
Initial Value Problem
25%
Two-dimensional Nature
25%
Numerical Evaluation
25%
Mack Second Mode
25%
Mathematics
Boundary Layer
100%
Inverse Fourier Transform
100%
Wave Packet
100%
Integral
50%
Discrete Spectrum
50%
Initial Temperature
50%
Continuous Spectra
50%
Asymptotic Approximation
50%
Steepest Descent
50%
Gaussian Distribution
25%
Eigenfunction
25%
Boundary Layer Flow
25%
Initial-Value Problem
25%
Stability Theory
25%
Engineering
Two Dimensional
100%
Boundary Layer
100%
Inverse Fourier Transform
100%
Continuous Spectra
50%
Asymptotic Approximation
50%
Initial Temperature
50%
Discrete Spectrum
50%
Layer Flow
25%
Gaussian Model
25%
Eigenfunction
25%
Initial Value
25%
Numerical Evaluation
25%
Physics
Wave Packet
100%
Compressible Boundary Layer
100%
Gaussian Distribution
33%
Boundary Layer Flow
33%
Continuous Spectra
33%
Hypersonic Boundary Layer
33%
Boundary Value Problems
33%