학술논문
Relevance of the time-quasi-polynomials in the classic linear thermodynamic theory of coupled transport processes.
Document Type
Article
Author
Source
Subject
*POLYNOMIALS
*ORDINARY differential equations
*THERMODYNAMICS
*APPROXIMATION theory
*GENERALIZATION
*MATHEMATICAL decomposition
*
*
*
*
*
Language
ISSN
0935-1175
Abstract
A general description of the basic system of ordinary differential equations of coupled transport processes is given within framework of a linear approximation and treated by tools of matrix analysis and group representation theory. It is shown that the technique of hyperdyads directly generalizes the method of simple dyadic decomposition of operators used earlier in the classical linear irreversible thermodynamics and leads to possible new applications of the concept of quasi-polynomials at descriptions of coupled transport processes. [ABSTRACT FROM AUTHOR]