partial-differential-equations

Duhamel's principle for the heat equation

taught

Build the solution of a forced heat equation from the homogeneous solution operator by treating the source as a continuous stream of initial conditions.

Taught in

Duhamel's principle for the heat equation
Partial Differential Equations

Requires

heat-equation-whole-line required

Required by

Duhamel's principle for the wave equation required
Duhamel's principle, unified via Green's functions required

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