Solution of the equation of heat conduction with time dependent sources: Programmed application to planetary thermal history

Details Solution of the equation of heat conduction with time dependent sources: Programmed application to planetary thermal history Solution of the equation of heat conduction with time dependent sources: Programmed application to planetary thermal history

Feb 1975

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1975stin...7520650c&link_type=abstract

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Mathematics

Conductive Heat Transfer, Problem Solving, Thermodynamic Properties, Computer Programs, Mathematical Models, Moon, Temperature, Thermodynamics

Scientific paper

A computer program (Program SPHERE) solving the inhomogeneous equation of heat conduction with radiation boundary condition on a thermally homogeneous sphere is described. The source terms are taken to be exponential functions of the time. Thermal properties are independent of temperature. The solutions are appropriate to studying certain classes of planetary thermal history. Special application to the moon is discussed.

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