Results 171 to 180 of about 3,246,474 (227)
Photoacclimation of cryptophytes and diatoms to light variability in the Western Antarctic Peninsula. [PDF]
J PhycolFerreira A +8 more
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Topological criteria for the controllability and observability of RLC networks
, 1973 openaire +1 more source
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The Degrees of Freedom in RLC Networks
IRE Transactions on Circuit Theory, 1959It is shown here that the number of degrees of freedom, or what is equivalent-the number of natural frequencies-of any RLC network can readily be determined from the number of energy-storing elements and the topology of the network. The effect of loss (resistance) in altering the number of degrees of freedom is explained.
A Bers
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Bell System Technical Journal, 1965
This article considers the question of existence and uniqueness of the response of nonlinear time-varying RLC networks driven by independent voltage and current sources. It is proved that under certain conditions the response exists, is unique, and is defined by a set of ordinary differential equations satisfying some Lipschitz conditions.
Desoer, C. A., Katzenelson, J.
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This article considers the question of existence and uniqueness of the response of nonlinear time-varying RLC networks driven by independent voltage and current sources. It is proved that under certain conditions the response exists, is unique, and is defined by a set of ordinary differential equations satisfying some Lipschitz conditions.
Desoer, C. A., Katzenelson, J.
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Stability Criteria for Nonlinear RLC Networks
Journal of the Franklin Institute, 1969Abstract This paper presents a stability criterion for a class of nonlinear RLC networks for which the nonlinear characteristic curves lie in Popov sectors. The nonlinear elements considered are resistors, charge-controlled capacitors, and flux-controlled inductors.
Goldstein, M., Frank, H.
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Realization of the A-matrix of RLC networks
IEEE Transactions on Circuit Theory, 1972A new theory is proposed for the realization of the A- matrix of RLC networks, based on the synthesis of Z-, Y- , and K- matrices of multiport resistive networks.
M. Swamy, K. Thulasiraman
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On synthesis of immitance matrices of transformerless RLC networks
2009 European Conference on Circuit Theory and Design, 2009A new set of sufficient conditions for nonminimal realization of square matrix of real rational functions in comÂplex frequency, as admittance matrix of passive, transformerÂless, common-ground RC network with nonminimal number of capacitors, is presented.
Dragan Kandic, Branimir Reljin
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International Journal of Circuit Theory and Applications, 1973
AbstractA generalization of the coefficient conditions which hold for an RLC network as well as of the paramount property obeyed by the matrix of a resistance network is derived. This result is a property of either the nodal or mesh matrices for either the admittances or impedances of a general RLC network. It states that if P is any principal minor or
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AbstractA generalization of the coefficient conditions which hold for an RLC network as well as of the paramount property obeyed by the matrix of a resistance network is derived. This result is a property of either the nodal or mesh matrices for either the admittances or impedances of a general RLC network. It states that if P is any principal minor or
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Synthesis of Unbalanced RLC Networks
Journal of Applied Physics, 1953A method is demonstrated for synthesizing an unbalanced RLC network with lossy coils, i.e., each inductance has an associated series resistance. The network realizes a minimum phase transfer function whose numerator and denominator are of degree not higher than the third and fourth, respectively, and whose poles and zeros may lie anywhere in the left ...
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RLC Networks Equations and Analysis Methods
2020Let us consider a circuit N made of an arbitrary interconnection of (two-terminal) circuit elements. In general, analysis and design of a circuit require to solve a network problem where numerous mathematical (circuit) variables are established and then a set of equations is generated describing the behavior of the composite network.
Fernando Corinto +2 more
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