NUMERICAL ANALYTIC SOLUTION TO UNMIXED AXISYMMETRIC PROBLEMS OF THERMOELASTICITY FOR CONTINUOUS-INHOMOGENEOUS IN DEPTH HALF-SPACE
Abstract
The numerical analytic solution to the unmixed axisymmetric problems of thermoelasticity for the continuous-inhomogeneous in depth half-space at the given heat sources and force action on its surface is offered. Hankel integral transform apparatus is used for the solution of the boundary value problem. The impact of variable in depth thermomechanical parameters in the boundary layer on the temperature field distribution, heat flow and face slip is analyzed.
About the Authors
Sergey M. Aizikovich
Don State Technical University
Russian Federation
Russian Federation
Leonid I. Krenev
Don State Technical University
Russian Federation
Russian Federation
References
1. Kovalenko A.D. Vvedenie v termouprugost` / A.D. Kovalenko // Kiev: Naukova dumka, 1965. – 204 s. – In Russian.
2. Ajzikovich S.M. Deformirovanie poluprostranstva s neodnorodny`m uprugim pokry`tiem pri dejstvii proizvol`noj osesimmetrichnoj nagruzki / S.M. Ajzikovich, I.S. Trubchik, L.I. Krenyov // PMM. – 2008. – # 72. – S. 461–467. – In Russian.
Review
For citations:
Aizikovich S.M., Krenev L.I. NUMERICAL ANALYTIC SOLUTION TO UNMIXED AXISYMMETRIC PROBLEMS OF THERMOELASTICITY FOR CONTINUOUS-INHOMOGENEOUS IN DEPTH HALF-SPACE. Vestnik of Don State Technical University. 2011;11(6):800-811. (In Russ.)
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