Motivated by compartmental analysis in engineering and biophysical systems, we present a variational framework for the nonequilibrium thermodynamics of systems involving both distributed and discrete (finite dimensional) subsystems by specifically using the ideas of interconnected systems. We focus on the process of non-isothermal diffusion and show how the resulting form of the entropy equation naturally yields phenomenological expressions for the diffusion and entropy fluxes between two compartments, which results in generalized forms of Robin type interface conditions.
|出版ステータス||Published - 2022 7月 1|
|イベント||4th IFAC Workshop on Thermodynamics Foundations of Mathematical Systems Theory, TFMST 2022 - Montreal, Canada|
継続期間: 2022 7月 25 → 2022 7月 27
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