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Content available Finite-dimensional approximations of distributed RC networks
Mitkowski W.
Bulletin of the Polish Academy of Sciences. Technical Sciences
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2014
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Vol. 62, nr 2
263--269
EN
Spectral properties of ladder and spatial electrical networks are considered. Dynamic properties of the networks are characterised by eigenvalues of the Jacobi cyclic state matrix. The effective formulas for eigenvalues of appropriate uniform systems are given. Numerical calculations were made using MATLAB.
2
Content available remote Dynamical properties of Metzler systems
Mitkowski W.
Bulletin of the Polish Academy of Sciences. Technical Sciences
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2008
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Vol. 56, nr 4
309-312
EN
Spectral properties of nonnegative and Metzler matrices are considered. The conditions for existence of Metzler spectrum in dynamical systems have been established. An electric RL and GC ladder-network is presented as an example of dynamical Metzler system. The suitable conditions for parameters of these electrical networks are formulated. Numerical calculations were done in MATLAB.
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