Low Reynolds Number

16 books
On the modeling of low-Reynolds-number turbulenceRonald M. C. So
⏱ 2h 15m

On the modeling of low-Reynolds-number turbulence

Ronald M. C. So

1986135 pp.
Propeller design & analysis at low Reynolds numbersJohn Chi Leung Wong

Propeller design & analysis at low Reynolds numbers

John Chi Leung Wong

1984No page data
Low Reynolds number two-equation modeling of turbulent flowsV. Michelassi

Low Reynolds number two-equation modeling of turbulent flows

V. Michelassi

1991No page data
Investigation of low-Reynolds-number rocket nozzle design using PNS-based optimization procedureM. Moin Hussaini

Investigation of low-Reynolds-number rocket nozzle design using PNS-based optimization procedure

M. Moin Hussaini

1996No page data
Cryogenic wind technologyJ. W. Beck

Cryogenic wind technology

J. W. Beck

1984No page data
Modification of the two-equation turbulence model in NPARC to a Chien low Reynolds number k-epsilon formulationNicholas Georgiadis

Modification of the two-equation turbulence model in NPARC to a Chien low Reynolds number k-epsilon formulation

Nicholas Georgiadis

1994No page data
Design and predictions for a high-altitude (low-Reynolds-number) aerodynamic flight experimentUnknown Author

Design and predictions for a high-altitude (low-Reynolds-number) aerodynamic flight experiment

Unknown Author

1999No page data
Development of a low-Reynolds number, nonlinear [kappa-epsilon] model for the reduced Navier-Stokes equationsDavid A. Boger

Development of a low-Reynolds number, nonlinear [kappa-epsilon] model for the reduced Navier-Stokes equations

David A. Boger

1997No page data
Low Reynolds number [kappa]-[epsilon] and empirical transition models for oscillatory pipe flow and heat transferChristopher Bauer

Low Reynolds number [kappa]-[epsilon] and empirical transition models for oscillatory pipe flow and heat transfer

Christopher Bauer

1993No page data
An analysis of supersonic flows with low-Reynolds number compressible two-equation turbulence models using LU finite volume implicit numerical techniquesJ. Lee

An analysis of supersonic flows with low-Reynolds number compressible two-equation turbulence models using LU finite volume implicit numerical techniques

J. Lee

1994No page data
Scale disparity and spectral transfer in anisotropic numerical turbulenceYeh Chou

Scale disparity and spectral transfer in anisotropic numerical turbulence

Yeh Chou

1994No page data
Slip-boundary equations for multicomponent nonequilibrium airflowRoop N. Gupta

Slip-boundary equations for multicomponent nonequilibrium airflow

Roop N. Gupta

1985No page data
A k-E [i.e. Kappa-Epsilon] calculation of transitional boundary layersZ. Yang

A k-E [i.e. Kappa-Epsilon] calculation of transitional boundary layers

Z. Yang

1992No page data
CMOTT turbulence module for NPARCJ. Zhu

CMOTT turbulence module for NPARC

J. Zhu

1997No page data
Efficient parallel algorithm for direct numerical simulation of turbulent flowsStuti Moitra

Efficient parallel algorithm for direct numerical simulation of turbulent flows

Stuti Moitra

1997No page data
Design and performance calculations of a propeller for very high altitude flightL. Danielle Koch

Design and performance calculations of a propeller for very high altitude flight

L. Danielle Koch

1998No page data