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Steady-State Thermal Analysis

176 bytes added, 00:58, 17 June 2018
/* The Analogy between Thermal and Electrostatic Equations */
One can see a one-to-one correspondence between the electrostatic and thermal quantities: Temperature T(<b>r</b>) is analogous to the electric scalar potential &Phi;(<b>r</b>), the volume heat source density w(<b>r</b>) is analogous to the volume charge density &rho;(<b>r</b>), and the thermal conductivity k is analogous to the permittivity &epsilon;.
 
Similarly, one can establish an analogy between the heat flux <b>q(r)</b> and the static electric field <b>E(r)</b>:
 
<math> \mathbf{E(r)} = - \nabla \Phi(\mathbf{r})</math>
 
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