On the matrices of capacitance and inductance coefficients for lossless homogeneous multiconductor transmission lines

Abstract. Using results from the theory of planar fields and complex functions it is shown that for lossless homogeneous multiconductor transmission lines the computation of the matrices of capacitance and inductance coefficients can be reduced to the solution of some special Dirichlet boundary value problems. Additionally, a function theoretic proof is given for the relationship LC = ϵµE between these matrices.