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The asymptotic solutions of heat problem of friction for a three-element tribosystem with generalized boundary conditions on the surface of sliding

机译:滑动面上具有广义边界条件的三元摩擦系统摩擦热问题的渐近解

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摘要

The asymptotic (at large and small values of the dimensionless time) solutions are obtained to the heat problem of friction for the three-element tribosystem - the semi-space/the strip/the semi-infinity foundation. Comparison of values of the temperature obtained by means of exact (in the quadratures or the functional series) and asymptotic solutions at different values of the input parameters is executed. This allows to establish of the time limits their applications.
机译:对于三元摩擦系统-半空间/带状/半无限基础,针对摩擦热问题获得了渐近(无量纲时间的大小值)解。执行通过精确(在正交或函数序列中)和渐进解在输入参数的不同值处获得的温度值的比较。这允许建立其应用程序的时间限制。

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