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On the compressible Hart-McClure and Sellars mean flow motions
Brian A. Maicke
, Tony Saad
, Joseph Majdalani
School of Science, Engineering & Technology (Harrisburg)
Research output
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Contribution to journal
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Article
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peer-review
11
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Keyphrases
Mach number
100%
Mean Flow
100%
Flow Motion
100%
Rayleigh
66%
One-dimensional Theory
66%
Two Dimensional
33%
Axisymmetric Solutions
33%
Inviscid
33%
Computational Fluid Dynamics
33%
Convergence Property
33%
Speed of Sound
33%
Closed-form Expression
33%
Stream Function
33%
Long Distance
33%
Problem-based
33%
Flow Problems
33%
High-speed Flow
33%
Perfect Gas
33%
Freeform
33%
Energy-based
33%
Vorticity
33%
Geometric Similarity
33%
Plug Flow
33%
Leading Order
33%
Combustion Instability
33%
Compressible Flow
33%
Porous Tube
33%
Wall Suction
33%
Windfall
33%
Closed-form Representation
33%
Potential Equation
33%
Irrotational Flow
33%
Engineering
Mach Number
100%
Axisymmetric
66%
Rotational
66%
One Dimensional
66%
Centerline
66%
Porosity
66%
Closed Form
33%
Cross Section
33%
Two Dimensional
33%
Computational Fluid Dynamics
33%
Convergence Property
33%
Closed Form Expression
33%
Flow Problem
33%
Plug Flow
33%
Geometric Similarity
33%
Compressible Flow
33%
Streamfunctions
33%
Critical Distance
33%
Leading Order
33%
Critical Length
33%
Axial Coordinate
33%
Vorticity
33%
Ideal Gas
33%