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M. S. Cramer
Title
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Cited by
Year
Numerical estimates for the bulk viscosity of ideal gases
MS Cramer
Physics of fluids 24 (6), 2012
2402012
On the propagation of waves exhibiting both positive and negative nonlinearity
MS Cramer, A Kluwick
Journal of Fluid Mechanics 142, 9-37, 1984
1591984
Negative nonlinearity in selected fluorocarbons
MS Cramer
Physics of Fluids A: Fluid Dynamics 1 (11), 1894-1897, 1989
1211989
Nonclassical dynamics of classical gases
MS Cramer
Nonlinear waves in real fluids, 91-145, 1991
951991
Exact solutions for sonic shocks in van der Waals gases
MS Cramer, R Sen
The Physics of fluids 30 (2), 377-385, 1987
761987
Steady, isentropic flows of dense gases
MS Cramer, LM Best
Physics of Fluids A: Fluid Dynamics 3 (1), 219-226, 1991
751991
Transonic flows of Bethe—Zel'dovich—Thompson fluids
MS Cramer, GM Tarkenton
Journal of Fluid Mechanics 240, 197-228, 1992
641992
Supersonic flows of dense gases in cascade configurations
JF Monaco, MS Cramer, LT Watson
Journal of Fluid Mechanics 330, 31-59, 1997
621997
The dissipative structure of shock waves in dense gases
MS Cramer, AB Crickenberger
Journal of fluid mechanics 223, 325-355, 1991
561991
Shock splitting in single-phase gases
MS Cramer
Journal of Fluid Mechanics 199, 281-296, 1989
561989
Nozzle flows of dense gases
MS Cramer, RN Fry
Physics of Fluids A: Fluid Dynamics 5 (5), 1246-1259, 1993
511993
Shock formation in fluids having embedded regions of negative nonlinearity
MS Cramer, R Sen
The Physics of fluids 29 (7), 2181-2191, 1986
501986
Focusing of weak shock waves at an arête
MS Cramer, AR Seebass
Journal of Fluid Mechanics 88 (2), 209-222, 1978
481978
On the suppression of shock-induced separation in Bethe–Zel'dovich–Thompson fluids
MS Cramer, S Park
Journal of Fluid Mechanics 393, 1-21, 1999
341999
Dissipative waves in fluids having both positive and negative nonlinearity
MS Cramer, A Kluwick, LT Watson, W Pelz
Journal of Fluid Mechanics 169, 323-336, 1986
321986
Prandtl-Meyer function for dense gases
MS Cramer, AB Crickenberger
AIAA journal 30 (2), 561-564, 1992
291992
A general scheme for the derivation of evolution equations describing mixed nonlinearity
MS Cramer, R Sen
Wave Motion 15 (4), 333-355, 1992
281992
Suppression of shock-induced separation in fluids having large bulk viscosities
F Bahmani, MS Cramer
Journal of Fluid Mechanics 756, R2, 2014
242014
Effect of large bulk viscosity on large-Reynolds-number flows
MS Cramer, F Bahmani
Journal of fluid mechanics 751, 142-163, 2014
192014
Structure of weak shocks in fluids having embedded regions of negative nonlinearity
MS Cramer
The Physics of fluids 30 (10), 3034-3044, 1987
191987
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