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2019
Equations of state suitable for modeling compression of solids under the hydrodynamic assumption are presented. Specifically derived are reductions of the Lagrangian, Eulerian, and logarithmic theories developed in the prior three chapters to cases wherein deviatoric stress can be ignored.
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Equations of state suitable for modeling compression of solids under the hydrodynamic assumption are presented. Specifically derived are reductions of the Lagrangian, Eulerian, and logarithmic theories developed in the prior three chapters to cases wherein deviatoric stress can be ignored.
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A-to-Z Guide to Thermodynamics, Heat and Mass Transfer, and Fluids Engineering, 2006
V. E. Fortov, V. A. Bushman
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V. E. Fortov, V. A. Bushman
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1989
Let us consider a one-component system such as discussed in Section 4.1. At any given temperature, the a(V) curve has a last phase transition region; at volumes larger than those, no more phase transitions occur and the system is said to be a gas. At temperatures above the critical temperature, this definition implies that the gas phase is reached by ...
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Let us consider a one-component system such as discussed in Section 4.1. At any given temperature, the a(V) curve has a last phase transition region; at volumes larger than those, no more phase transitions occur and the system is said to be a gas. At temperatures above the critical temperature, this definition implies that the gas phase is reached by ...
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2010
Studying the motions of complex fluid media involves determining how local quantities that characterize the behavior of single- or multicomponent, homogeneous or heterogeneous media evolve over time and space.
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Studying the motions of complex fluid media involves determining how local quantities that characterize the behavior of single- or multicomponent, homogeneous or heterogeneous media evolve over time and space.
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1991
It was shown in Chapter 11 that both the internal energy and the entropy of a closed hydrostatic system can be determined completely when the equation of state and one principal heat capacity are known. This knowledge then gives complete information about the thermodynamic behaviour of the system.
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It was shown in Chapter 11 that both the internal energy and the entropy of a closed hydrostatic system can be determined completely when the equation of state and one principal heat capacity are known. This knowledge then gives complete information about the thermodynamic behaviour of the system.
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