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The two-dimensional heat equation - Trinity University
ramanujan.math.trinity.eduNote that the boundary conditions in (A) - (D) are all homogeneous, with the exception of a single edge. Problems with inhomogeneous Neumann or Robin boundary conditions (or combinations thereof) can be reduced in a similar manner. Daileda The 2-D heat equation
IntroductiontoGalerkinMethods - University of Illinois ...
fischerp.cs.illinois.edugeneral Neumann or Robin boundary conditions, which is not generally the case for finite difference methods. 3. Deriving a System of Equations We develop (6) into a discrete system appropriate for computation by inserting the expansions v = P i vi ...