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In Section 2, the main results about the existence, regularity and dynamical behaviors of global piecewise regular solution for compressible Navier-Stokes equations are stated.
Uniqueness is proved for a regular solution.
The thermodynamic model of Compressible Regular Solution was used.
In this method, the regular solution model is assumed.
Then the regular solution is obtained by the SBM.
The new derivation is performed within the framework of the regular solution model.
It was not possible to improve this by adding regular solution parameters.
The experimental data were then compared with calculated theoretical data which is calculated form the regular solution equations.
We find that a regular solution model that assumes immiscible solids has predictive power for finding eutectic melting temperatures and compositions for mixtures of multiple components.
It uses complex formation from solvation reactions for the chemical contribution, and regular solution theory for physical interactions.
A regular solution theory based thermodynamic model assembled the 10,000+ product molecules into global solubility-based product fractions.
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