A distribution of the temperature in a ring of the incompressible, viscous liquid with two free boundaries. Exact solutions
N. F. Belmetsev, V. O. Bytev
TL;DR
This paper presents exact solutions for the nonstationary temperature distribution in a viscous, incompressible liquid ring with two free boundaries, considering two viscosities.
Contribution
It provides the first exact solutions for temperature distribution in a viscous liquid ring with two free boundaries and viscosities.
Findings
Exact solutions for temperature distribution are derived.
The solutions account for two viscosities and free boundaries.
The results enhance understanding of thermal behavior in viscous rings.
Abstract
It has been found the exact solutions for nonstationary distribution of the temperature in the liquid ring with two viscosities and two free boundaries of the ring.
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Taxonomy
TopicsElasticity and Wave Propagation · Advanced Thermodynamics and Statistical Mechanics · Heat Transfer and Mathematical Modeling