Phenomenological Thermodynamics of Irreversible Processes
Copyright policy )Phenomenological Thermodynamics of Irreversible Processes
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- TECHNISCHE UNIVERSITAT DARMSTADT Germany
- Technische Universität Darmstradt Germany
- ETH Zurich Switzerland
- TU Darmstadt Germany
Thermodynamically constrained averaging theory, Science, Physics, QC1-999, Q, General Physics and Astronomy, Tsallis thermodynamics in 2D turbulence, reaction-diffusion systems, Astrophysics, supersonic gas ejector, Transcritical N2O refrigeration, QB460-466, Editorial, Variational nonequilibrium thermodynamics, Internal variables and mesoscopic theory, Mean field theory of turbulence, Maxwell relations, Maxwell relations; Hyperbolic heat conduction; Internal variables and mesoscopic theory; Least-action and heat conduction; Mean field theory of turbulence; reaction-diffusion systems; supersonic gas ejector; Thermodynamics of gradient elasticity; Thermodynamically constrained averaging theory; Transcritical N2O refrigeration; Tsallis thermodynamics in 2D turbulence; Variational nonequilibrium thermodynamics, Hyperbolic heat conduction, Least-action and heat conduction, Thermodynamics of gradient elasticity
Thermodynamically constrained averaging theory, Science, Physics, QC1-999, Q, General Physics and Astronomy, Tsallis thermodynamics in 2D turbulence, reaction-diffusion systems, Astrophysics, supersonic gas ejector, Transcritical N2O refrigeration, QB460-466, Editorial, Variational nonequilibrium thermodynamics, Internal variables and mesoscopic theory, Mean field theory of turbulence, Maxwell relations, Maxwell relations; Hyperbolic heat conduction; Internal variables and mesoscopic theory; Least-action and heat conduction; Mean field theory of turbulence; reaction-diffusion systems; supersonic gas ejector; Thermodynamics of gradient elasticity; Thermodynamically constrained averaging theory; Transcritical N2O refrigeration; Tsallis thermodynamics in 2D turbulence; Variational nonequilibrium thermodynamics, Hyperbolic heat conduction, Least-action and heat conduction, Thermodynamics of gradient elasticity
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