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Application of a 'Radiation-type' boundary condition to the wave, porous bed problem.
C. R. McClain, L. J. Pietrafesa,
N. E. Huang
認知智慧與精準健康照護研究中心
研究成果
:
雜誌貢獻
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期刊論文
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同行評審
7
引文 斯高帕斯（Scopus）
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深入研究「Application of a 'Radiation-type' boundary condition to the wave, porous bed problem.」主題。共同形成了獨特的指紋。
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Keyphrases
Shear Stress
100%
Radiation Type
100%
Porous Bed
100%
Energy Dissipation
66%
Small-amplitude Wave
66%
Boundary Layer
33%
Existing Data
33%
Velocity Distribution
33%
Stream Function
33%
Bottom Boundary Layer
33%
Natural Conditions
33%
Physical Quantity
33%
Wave Theory
33%
Boundary Layer Approximation
33%
Velocity Shear
33%
Velocity Potential
33%
Shear Energy
33%
Heat Conduction Problem
33%
Bottom Boundary Condition
33%
Stress Dissipation
33%
Linearized Navier-Stokes Equations
33%
Impermeable Bed
33%
Engineering
Energy Dissipation
100%
Boundary Layer
100%
Radiation Type
100%
Porous Bed
100%
Boundary Condition
100%
Propagating Wave
50%
Streamfunctions
50%
Heat Conduction Problem
50%
Boundary Layer Approximation
50%
Reanalysis
50%
Velocity Potential
50%
Navier-Stokes Equation
50%
Physical Quantity
50%
Earth and Planetary Sciences
Boundary Layer
100%
Boundary Condition
100%
Porosity
100%
Energy Dissipation
100%
Velocity Distribution
50%
Benthic Boundary Layer
50%
Conductive Heat Transfer
50%
Navier-Stokes Equation
50%