2019
DOI: 10.15587/1729-4061.2019.185136
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Improving efficiency in determining the inductance for the active part of an electric machine's armature by methods of field modeling

Abstract: Проведені теоретичні дослідження електромагнітних процесів в активній частині якоря електричної машини в динамічному режимі короткого замикання за допомогою трьохмірної моделі магнітного поля, представленої у вигляді сполучення електричних кіл фазових обмоток і геометричних 3D областей. Запропоновано підхід щодо визначення власних та взаємних індуктивностей між фазними обмотками якоря електричних машин, основаного на декомпозиції електромагнітних процесів, шляхом комбінацій вмикання фазних обмоток якоря до мер… Show more

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Cited by 13 publications
(8 citation statements)
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“…The mathematical description of electromagnetic processes assumes the isotropic nature of the electrophysical and electromagnetic properties of materials, the absence of displacement currents and free charges [20]. In this case, the transient electromagnetic processes in ISEM in the short-circuit mode can be described by a coupled system of nonlinear partial differential equations [21]:…”
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confidence: 99%
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“…The mathematical description of electromagnetic processes assumes the isotropic nature of the electrophysical and electromagnetic properties of materials, the absence of displacement currents and free charges [20]. In this case, the transient electromagnetic processes in ISEM in the short-circuit mode can be described by a coupled system of nonlinear partial differential equations [21]:…”
mentioning
confidence: 99%
“…where A is the magnetic vector potential; V is the electric scalar potential; B is the magnetic flux density; µ, ε r , σ() ate, respectively, the relative magnetic and dielectric permeability, specific electrical conductivity (for each calculation domain it is specified separately according to the magnetic, electrophysical and dielectric properties of materials);  is the temperature; ω is the angular frequency; J e is the density of the external current source; subscripts j correspond to subdomains of the geometric calculation domain. In accordance with [20,21], the system of equations ( 1) is supplemented by the Coulomb gauge condition div(A)=0. Uniform boundary conditions are set on the outer boundaries of the 3D domain of the generalized ISEM geometric model [21]:…”
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confidence: 99%
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