论文标题
多维棋盘的有效电导率
Effective conductivity of the multidimensional chessboard
论文作者
论文摘要
提出了一个代数公式，用于提出D维棋盘（棋盘）的有效电导率。该派生依赖于方键晶格的自伴，普遍性原理以及沃克扩散方法的分析能力。
An algebraic formula for the effective conductivity of a d-dimensional, two-component chessboard (checkerboard) is proposed. The derivation relies on the self-duality of the square bond lattice, the principle of universality, and the analytical capabilities of the Walker Diffusion Method.
