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Equivalent resistance of a regular polyhedron

Hi everyone. Can u help me to proof a little (but doubtful) expression to find the equivalent resistance between two consecutives vertices of a regular polyhedron?

I think that the expression is given by:

\(R_{EQ} = \frac{2(V-1)\cdot R}{V\cdot N}\), where \(V\) is the number of vertices, \(N\) is the number of edges connected to each vertice and \(R\) is the resistance in each edge.

Ty xD

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Se essa formula for verdade pode ate ser util, mas na duvida é sempre melhor procurar planos de simetria em uma figura e linearizar o circuito. Dessa maneira nao tem como nao errar.

Leonardo Cidrão - 4 years, 2 months ago

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Sim, de boa. To só com curiosidade na demonstração do resultado mesmo ;p

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