Dirichet boundary condition

The boundary condition that iJ/ must satisfy at an interface can vary between the conductive and insulating cases mentioned earlier. A conductive surface infers a constant surface potential leading to a Dirichet boundary condition,... 

For problems with symmetry, we construct a different set of orthogonal polynomials. We consider the problem defined over the spatial domain [0,1] and that the problem solution is symmetric about a = 0. That is to say that one of the boundary conditions is dy/dx = 0 at a = 0. We use a trial solution that is in terms of and assume a Dirichet boundary condition at x = 1. The trial function is... 

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