Abstract
In this paper an estimate for the reversible molar heat supply needed for fully separating a certain mixture is given on the basis of thermodynamic balance equations. It is shown that in order to estimate this heat supply one should solve the problem of selecting the optimal separation sequence. The algorithm solving this task is given. This algorithm allows to select the separation sequence on the basis of preliminary calculations, knowing only the properties of the component that one wants to separate. The solution algorithm is demonstrated for an exemplary system: a gas-fractionation plant.
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Articles in the same Issue
- Frontmatter
- Original Research Articles
- Linear Irreversible Phenomenological Thermodynamics of Polarization Processes in Rigid Unmagnetic Insulators
- The Micromorphic Approach to Generalized Heat Equations
- The Rule of Temperature Coefficients for Selection of Optimal Separation Sequence for Multicomponent Mixtures in Thermal Systems
- Non-equilibrium Thermodynamical Description of Superfluid Transition in Liquid Helium
- Thermoelectric and Thermomagnetic Effects in Kaluza’s Kinetic Theory
Articles in the same Issue
- Frontmatter
- Original Research Articles
- Linear Irreversible Phenomenological Thermodynamics of Polarization Processes in Rigid Unmagnetic Insulators
- The Micromorphic Approach to Generalized Heat Equations
- The Rule of Temperature Coefficients for Selection of Optimal Separation Sequence for Multicomponent Mixtures in Thermal Systems
- Non-equilibrium Thermodynamical Description of Superfluid Transition in Liquid Helium
- Thermoelectric and Thermomagnetic Effects in Kaluza’s Kinetic Theory