International audienceWe describe technical details on a new method of calculating the conductivity of random resistor networks which uses transfer matrix ideas. We give a program which calculates the conductivity of three-dimensional bars, and we provide a few comments on the advantages of this method and its performances
The establishment of a resistor network model has become a sharp edge to solve complex scientific pr...
We use low-density series expansions to calculate critical exponents for the behavior of random resi...
We present a reanalysis of the renormalization-group calculation to first order in ε=6−d, where d is...
International audienceIntroduces a transfer-matrix formulation to compute the conductance of random ...
Abstract. We introduce a transfer-matrix formulation to compute the conductance of random resistor n...
For very long bars of size n x n x L, with L >> n, and n up to 18, we calculate the conductivity of...
Resistor networks are not usually to be found in computing systems or most machinery, but they are s...
The electrical properties of conducting meshes are investigated numerically by solving the related K...
This paper reports the ¯ndings in a series of experiments to deter-mine the conductance of a physica...
The electrical properties of conducting meshes are investigated numerically by solving the related K...
We have proposed an analytical model for the electrical conductivity in random, metallic, nanowire n...
AbstractLet matrix (σij) denote the edge conductances of an electrical network, so that there is a r...
In this thesis a detailed discussion of the topic percolation theory in squared lattices in two dime...
Synthesis of resistive networks from a given admittance or impedance matrix in the general case is a...
We numerically analyze the transmission through a thin disordered wire of finite length attached to ...
The establishment of a resistor network model has become a sharp edge to solve complex scientific pr...
We use low-density series expansions to calculate critical exponents for the behavior of random resi...
We present a reanalysis of the renormalization-group calculation to first order in ε=6−d, where d is...
International audienceIntroduces a transfer-matrix formulation to compute the conductance of random ...
Abstract. We introduce a transfer-matrix formulation to compute the conductance of random resistor n...
For very long bars of size n x n x L, with L >> n, and n up to 18, we calculate the conductivity of...
Resistor networks are not usually to be found in computing systems or most machinery, but they are s...
The electrical properties of conducting meshes are investigated numerically by solving the related K...
This paper reports the ¯ndings in a series of experiments to deter-mine the conductance of a physica...
The electrical properties of conducting meshes are investigated numerically by solving the related K...
We have proposed an analytical model for the electrical conductivity in random, metallic, nanowire n...
AbstractLet matrix (σij) denote the edge conductances of an electrical network, so that there is a r...
In this thesis a detailed discussion of the topic percolation theory in squared lattices in two dime...
Synthesis of resistive networks from a given admittance or impedance matrix in the general case is a...
We numerically analyze the transmission through a thin disordered wire of finite length attached to ...
The establishment of a resistor network model has become a sharp edge to solve complex scientific pr...
We use low-density series expansions to calculate critical exponents for the behavior of random resi...
We present a reanalysis of the renormalization-group calculation to first order in ε=6−d, where d is...
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