METHOD OF WEIGHTED TEMPERATURE FUNCTION

A method of weighted temperature function is proposed for approximate solution of boundary-value problems of nonstationary heat conduction on the basis of identical-equality systems for the indicated function. This method was investigated in solving symmetric problems formulated in the general form with the first-, second-, and third-kind boundary conditions. The data obtained point to the high efficiency and convergence of the method of weighted temperature function.
   
Author:  V. A. Kot
Keywords:  heat-conduction equation, approximate method, integral identical equality, boundary function, temperature profile.
Page:  192