Circuit network theory of n-horizontal bridge structure
XY Fang, ZZ Tan - Scientific Reports, 2022 - nature.com
This research investigates a complex n order cascading circuit network with embedded
horizontal bridge circuits with the N-RT method. The contents of the study include equivalent …
horizontal bridge circuits with the N-RT method. The contents of the study include equivalent …
Resistance theory for two classes of n-periodic networks
ZZ Tan - The European Physical Journal Plus, 2022 - Springer
Two kinds of n-order periodic resistor networks are considered: one is a standard resistor
network with two surfaces; the other is an unconventional resistor network with only one …
network with two surfaces; the other is an unconventional resistor network with only one …
Electrical properties of a 2 × n non-regular hammock network
JQ Chen, WY Ji, ZZ Tan - Indian Journal of Physics, 2024 - Springer
Consider a class of 2× n hammock network with two special conditions, the left and right
boundary is zero resistance (collapse into a pole), and the middle horizontal axis is arbitrary …
boundary is zero resistance (collapse into a pole), and the middle horizontal axis is arbitrary …
Resistance calculation of the decorated centered cubic networks: Applications of the Green's function
The effective resistance between any pair of vertices (sites) on the three-dimensional
decorated centered cubic lattices is determined by using lattice Green's function method …
decorated centered cubic lattices is determined by using lattice Green's function method …
Characteristic of the equivalent impedance for an m×n RLC network with an arbitrary boundary
Z Tan, H Zhu, JH Asad, C Xu, H Tang - Frontiers of Information Technology …, 2017 - Springer
Considerable progress has been made recently in the development of techniques to
determine exactly two-point resistances in networks of various topologies. In particular, a …
determine exactly two-point resistances in networks of various topologies. In particular, a …
[HTML][HTML] Resistance between two vertices of almost complete bipartite graphs
L Ye, W Yan - Discrete Applied Mathematics, 2019 - Elsevier
The resistance between two nodes in some resistor networks has been studied extensively
by mathematicians and physicists. Let G (n, p)= K n, n− p K 2 (p≤ n) be the almost complete …
by mathematicians and physicists. Let G (n, p)= K n, n− p K 2 (p≤ n) be the almost complete …
A physics perspective on the resistance distance for graphs
M Kagan, B Mata - Mathematics in Computer Science, 2019 - Springer
The notion of resistance distance as a convenient metric for graphs was introduced in Klein
(J Math Chem 12: 81–95, 1993). It is inspired by the concept of equivalent resistance for …
(J Math Chem 12: 81–95, 1993). It is inspired by the concept of equivalent resistance for …
On the perturbation of a uniform tiling with resistors
The perturbation of a uniformly tiled resistor network by adding an edge (a resistor) to the
network is considered. The two-point resistance on the perturbed tiling in terms of that on the …
network is considered. The two-point resistance on the perturbed tiling in terms of that on the …
Resistance between two nodes of a ring clique network
S Li, T Tian - Circuits, Systems, and Signal Processing, 2022 - Springer
The resistance between two nodes in some resistor networks has been studied extensively
by mathematicians and physicists. Given n positive integers a_1, a_2, ..., a_n a 1, a 2,…, an …
by mathematicians and physicists. Given n positive integers a_1, a_2, ..., a_n a 1, a 2,…, an …
The Effective Resistance of the -Cycle Graph with Four Nearest Neighbors
N Chair - Journal of Statistical Physics, 2014 - Springer
The exact expression for the effective resistance between any two vertices of the N N-cycle
graph with four nearest neighbors C_ N (1, 2) CN (1, 2), is given. It turns out that this …
graph with four nearest neighbors C_ N (1, 2) CN (1, 2), is given. It turns out that this …