Additional boundary conditions in heat conduction problems with coordinate variable initial condition
K.V. Trubitsyn,
T.E. Gavrilova,
E.V. Kotova
et al.
Abstract:It is exceedingly difficult to obtain mathematically accurate analytical solutions of heat conduction problems with a variable initial condition. Known solutions of these problems are expressed by cumbersome functional series that converge poorly in the range of small values of time and space variables. Thus, to obtain simpler and more effective solutions of these problems is an urgent issue. The authors have used an additional required function and additional boundary conditions to obtain solutions of the pro… Show more
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