| Abstract: | We consider an axisymmetric problem of heat conduction taking account of frictional heating in a conetorus pair that models
the functioning of a conical support. The bodies are pressed together and are rotating about a common axis. Heat is generated
in the region of contact of the bodies due to frictional forces. Outside the region of contact there is heat exchange with
the surrounding medium. The thermal contact between the two bodies is nonideal.
The problem is reduced to a system of integral equations whose solution is constructed by the method of successive approximations.
We give the results of numerical studies of the temperature distribution and heat flows from the geometric and thermophysical
parameters of the body.
Translated fromTeoreticheskaya i Prikladnaya Mekhanika, No. 24, 1993, pp. 19–27. |
