The resistance between two arbitrary points in an infinite triangle and hexagonal lattice networks of identical resistor are calculated using Fourier series. For hexagonal networks, I discover a new method of calculating the resistance directly from the networks instead of using Y-D transformation, which is commonly used. The result are compared numerically to other authors that utilizing separation variable [1,2] or Green function [3]
International audienceThe rise of novel materials such as graphene compounds or carbon nanotubes rec...
International audienceResistor networks are practical electric circuits and provide meaningful model...
The electric resistance between two arbitrary lattice points in infinite d- dimensional hypercubic l...
A review of the theoretical approach for calculating the resistance between two arbitrary lattice p...
The resistance between two arbitrary nodes in an infinite square lattice of:identical resistors is c...
The resistance between two arbitrary grid points of several infinite lattice structures of resistors...
In this paper, we investigate the two-vertex resistance on four Archimedean lattices. This technique...
In the present work, the lattice Green’s function technique has been used to investigate the equival...
We express the equivalent resistance between the origin (0, 0, 0) and any other lattice site (n1,n2,...
This paper shows how a method developed by Van Steenwijk can be generalized to calculate the resista...
An infinite regular three-dimensional network is composed of identical resistors each of resistance...
The electric resistance between two arbitrary nodes on any infinite lattice structure of resistors ...
It is shown that the semi-infinite and infinite resistive ladder networks composed of identical resi...
We study the resistance of infinite electrical networks that contain a single source and a sink at i...
The equivalent resistance of a fractal-like network is calculated by means of approaches similar to ...
International audienceThe rise of novel materials such as graphene compounds or carbon nanotubes rec...
International audienceResistor networks are practical electric circuits and provide meaningful model...
The electric resistance between two arbitrary lattice points in infinite d- dimensional hypercubic l...
A review of the theoretical approach for calculating the resistance between two arbitrary lattice p...
The resistance between two arbitrary nodes in an infinite square lattice of:identical resistors is c...
The resistance between two arbitrary grid points of several infinite lattice structures of resistors...
In this paper, we investigate the two-vertex resistance on four Archimedean lattices. This technique...
In the present work, the lattice Green’s function technique has been used to investigate the equival...
We express the equivalent resistance between the origin (0, 0, 0) and any other lattice site (n1,n2,...
This paper shows how a method developed by Van Steenwijk can be generalized to calculate the resista...
An infinite regular three-dimensional network is composed of identical resistors each of resistance...
The electric resistance between two arbitrary nodes on any infinite lattice structure of resistors ...
It is shown that the semi-infinite and infinite resistive ladder networks composed of identical resi...
We study the resistance of infinite electrical networks that contain a single source and a sink at i...
The equivalent resistance of a fractal-like network is calculated by means of approaches similar to ...
International audienceThe rise of novel materials such as graphene compounds or carbon nanotubes rec...
International audienceResistor networks are practical electric circuits and provide meaningful model...
The electric resistance between two arbitrary lattice points in infinite d- dimensional hypercubic l...