Results 191 to 200 of about 3,246,474 (227)

Dynamically Independent Equilibrium Equations for RLC Networks

IEEE Transactions on Circuit Theory, 1965
This paper presents a systematic derivation of a system of first-order dynamically independent equilibrium equations for an RLC network. The dynamically independent equations are obtained from a set of topologically independent equilibrium equations which are written in terms of a judiciously chosen set of independent, current and voltage, network ...
C. Price, A. Bers
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The generalized Lagrange formulation for nonlinear RLC networks

IEEE Transactions on Circuits and Systems, 1982
Based on the concept of generalized Euler-Lagrange equations, this paper develops a Lagrange formulation of RLC networks of considerably broad scope. It is shown that the generalized Lagrange equations along with a set of compatibility constraint equations represents a set of governing differential equations of order equal to the order of complexity of
H. Kwatny, F. Massimo, L. Bahar
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Electrical RLC Networks and Semiconductor Devices

2004
In refined network analysis, a compact network model is combined with drift-diffusion models for the semiconductor devices which are part of the network, in a multiphysics approach. For linear RLC networks containing diodes as distributed devices, we construct a mathematical model that combines the differentialalgebraic network equations of the circuit
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On the Dynamic Equations of a Class of Nonlinear RLC Networks

IEEE Transactions on Circuit Theory, 1965
A method for obtaining the dynamic equations for a broad class of driven nonlinear networks is presented. The parametric approach to element value characterization leads to a mathematical description for any unicursal network element. The parametric representation allows the mathematical description of any RLC network which contains such elements and ...
L. Chua, R. Rohrer
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On the sensitivity summations of one-port RLC networks†

International Journal of Electronics, 1974
The three typos of the sensitivity summations on one-port BLC networks are described, that is, the Bum of the sensitivities, the sum of the absolute sensitivities and the sum of the square absolute ones. On each sensitivity summation several theorems are given.
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Reducibility of RLC networks over Fξ

1993 IEEE International Symposium on Circuits and Systems, 2002
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AC Series Arc Fault Detection Based on RLC Arc Model and Convolutional Neural Network

IEEE Sensors Journal, 2023
Run Jiang, Qiteng Hong, Yilong Wang
exaly  

Preservation of passivity during RLC network reduction via split congruence transformations

IEEE Transactions on Computer-Aided Design of Integrated Circuits and Systems, 1998
A T Yang
exaly  

Stability Analysis of Low-Frequency Oscillation in Train-Network System Using RLC Circuit Model

IEEE Transactions on Transportation Electrification, 2019
Huijie Cheng, Yang Li, Zhikang Shuai
exaly  

RLC NETWORKS

1964
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