Results 31 to 40 of about 85 (76)

Thermodynamics of perfect elastic fluids

Journal of Research of the National Bureau of Standards Section B Mathematics and Mathematical Physics, 1964
Bernstein, B., Kearsley, E. A., Zapas, L. J.   +2 more
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Irreversible thermodynamics of perfect plasticity [PDF]

Quarterly of Applied Mathematics, 1965
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Simulation of a Reverse Electrodialysis-Absorption Refrigeration Integration System for the Efficient Recovery of Low-Grade Waste Heat. [PDF]

Membranes (Basel)
Wu X, Yan L, Zhu X, Liu M.
europepmc   +1 more source

Perfect Number Arithmetic in Classical Thermodynamics and Fluid Mechanics

Perfect Number Arithmetic in Classical Thermodynamics and Fluid Mechanics. Part of the N6 Architecture project exploring universality of the smallest perfect number n=6 across scientific and engineering domains.
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Thermodynamics of 3-Phase Equilibrium in Argon Based on a Perfect Solid and a Perfect Liquid (v2)

Journal of Computer Chemistry, Japan, 2012
KATAOKA, Yosuke, YAMADA, Yuri
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Thermodynamics of Three-Phase Equilibrium in Argon Based on a Perfect Solid and a Perfect Liquid (v4)

Journal of Computer Chemistry, Japan, 2013
KATAOKA, Yosuke, YAMADA, Yuri
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Thermodynamics of 3-Phase Equilibrium in Argon Based on a Perfect Solid and a Perfect Liquid (v3)

Journal of Computer Chemistry, Japan, 2012
KATAOKA, Yosuke, YAMADA, Yuri
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Evaluation thermodynamic perfection of the cogeneration cascade machines cycles

Eastern-European Journal of Enterprise Technologies, 2016
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Thermodynamics of relativistic rotating perfect fluids

Annals of Physics, 1973
Abstract A new formulation of thermodynamics for special and general relativistic rotating perfect fluids is developed. Both isolated systems and portions of isolated systems electrically uncharged or charged are treated. Exploiting the symmetry of motion of stationary axisymmetric fluids, the global thermodynamic functions, including total energy ...
G Horwitz, J Katz
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Thermodynamics of internal strain in perfect crystals

Journal of Physics C: Solid State Physics, 1971
The thermodynamic theory of solids is generalized to take explicit account of internal strains in perfect non-Bravais crystals. Treating external and internal strains as independent leads to the definition of generalized thermodynamic properties, namely elastic constants, heat capacities, thermal expansion coefficients and Gruneisen parameters ...
Barron, T. H K, Gibbons, T. G., Munn, R. W.   +2 more
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