热传导问题于高温条件下，往往是可移动边界问题。
The heat-conduction problem is often a movable boundary problem under the high temperature.
对轴对称稳态热传导问题的弥散逼近数值解作了初步研究。
We have made initial researches on the diffuse approximate solution for stable axisymmetric heat transfer problems.
引入外部热汇后，我们将能量耗散问题转化为一个热传导问题。
We transform the problem of energy dissipation into a problem of heat conduction by the introduction of external heat sink.
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