1995
DOI: 10.1007/bf01237387
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Analysis of the field current after three-phase sudden short-circuit of turbogenerators using equivalent circuits

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Cited by 4 publications
(4 citation statements)
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“…The dynamic state of a solid-rotor induction motor with a fractional-order impedance ( 6) is described by the stator voltage differential equation and the rotor differential equation containing the derivative of the fractional order In the work [26], on the basis of the analysis of the electromagnetic field in the cylindrical coordinate system, an analytical dependence was derived for the spectral inductance of the stator, in which the Bessel functions of the complex argument occur. Using the expansion of the function into a power series, the expression for the rotor operational impedance of the following form was obtained…”
Section: Equivalent Circuit Of An Inductance Motor With a Fractional ...mentioning
confidence: 99%
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“…The dynamic state of a solid-rotor induction motor with a fractional-order impedance ( 6) is described by the stator voltage differential equation and the rotor differential equation containing the derivative of the fractional order In the work [26], on the basis of the analysis of the electromagnetic field in the cylindrical coordinate system, an analytical dependence was derived for the spectral inductance of the stator, in which the Bessel functions of the complex argument occur. Using the expansion of the function into a power series, the expression for the rotor operational impedance of the following form was obtained…”
Section: Equivalent Circuit Of An Inductance Motor With a Fractional ...mentioning
confidence: 99%
“…The paper [23] presents an analysis of the transient states of a solid-rotor turbogenerator, where the rotor circuit was represented by the fractional-order operational inductance. In order to more accurately reproduce the skin effect in ferromagnetic elements or in the bars of the rotor cage, hybrid elements should be used [24][25][26]. These elements are a series connection of integer and noninteger order elements.…”
Section: Introductionmentioning
confidence: 99%
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