The magnetic chain mathematical models of a new angular displacement converter with a variable active area of a movable core

Sultan Faizullayevich Аmirov, Ulugbek Shukhratovich Mamadaliyev, Islom Azim ugli Karimov

Кимёвий технология. Назорат ва бошқарув · 2023-yil

Annotatsiya

The article develops mathematical models of the magnetic chain of new differential type angular displacement transformer converter with a variable active area of the movable core, in which the width of the movable ferromagnetic core is a function of the angular displacement of the converter. In this case, the magnetic chain of the converter, divided into three characteristic (before the mobile ferromagnetic core, ferromagnetic core and after the ferromagnetic core) sections, is considered as a magnetic chain with distributed parameters. It is established that when the magnetic resistance of the magnetic chain steel part is not taken into account, the working magnetic flux is a linear function of the angular displacement of the movable ferromagnetic core of the converter. The obtained mathematical models of the magnetic chain of the transformer converter of angular displacements in the form of analytical expressions of the magnetic flux in long ferromagnetic rods and the magnetic voltage between them for three characteristic sections allow to take into account the distribution of the parameters of the magnetic resistance of long ferromagnetic rods and the magnetic capacity of the air gap between them, as well as the magnetic capacity of the air gap between the rods and the movable ferromagnetic core.

Maqola ma’lumotlari
MualliflarSultan Faizullayevich Аmirov, Ulugbek Shukhratovich Mamadaliyev, Islom Azim ugli Karimov
JurnalКимёвий технология. Назорат ва бошқарув
NashriyotТошкент давлат техника университети, «Ўзқурилишматериаллар» ДАК, «Ўзкимёсаноат» ДАК, «Совпластитал» ҚҚ, Ўзбекистон Интеллектуал мулк агентлиги
ISSN2181-1105, 1815-4840
Nashr sanasi2023-04-29
Jild2023
Son2
Betlar29-38
TilIngliz
DOI10.59048/2181-1105.1448
Indeksga qo‘shilgan2026-09-02

Iqtibos keltirish

APASultan Faizullayevich Аmirov, Ulugbek Shukhratovich Mamadaliyev, & Islom Azim ugli Karimov (2023). THE MAGNETIC CHAIN MATHEMATICAL MODELS OF A NEW ANGULAR DISPLACEMENT CONVERTER WITH A VARIABLE ACTIVE AREA OF A MOVABLE CORE. Кимёвий технология. Назорат ва бошқарув, 2023(2), 29-38. https://doi.org/10.59048/2181-1105.1448
GOST (OAK)Sultan Faizullayevich Аmirov, Ulugbek Shukhratovich Mamadaliyev, Islom Azim ugli Karimov THE MAGNETIC CHAIN MATHEMATICAL MODELS OF A NEW ANGULAR DISPLACEMENT CONVERTER WITH A VARIABLE ACTIVE AREA OF A MOVABLE CORE // Кимёвий технология. Назорат ва бошқарув. – 2023. – T. 2023, № 2. – P. 29-38. – DOI: 10.59048/2181-1105.1448.
MLASultan Faizullayevich Аmirov, Ulugbek Shukhratovich Mamadaliyev, and Islom Azim ugli Karimov. “THE MAGNETIC CHAIN MATHEMATICAL MODELS OF A NEW ANGULAR DISPLACEMENT CONVERTER WITH A VARIABLE ACTIVE AREA OF A MOVABLE CORE.” Кимёвий технология. Назорат ва бошқарув, 2023(2), 29-38, 2023. https://doi.org/10.59048/2181-1105.1448
ChicagoSultan Faizullayevich Аmirov, Ulugbek Shukhratovich Mamadaliyev, and Islom Azim ugli Karimov. “THE MAGNETIC CHAIN MATHEMATICAL MODELS OF A NEW ANGULAR DISPLACEMENT CONVERTER WITH A VARIABLE ACTIVE AREA OF A MOVABLE CORE.” Кимёвий технология. Назорат ва бошқарув, 2023(2), 29-38 (2023). https://doi.org/10.59048/2181-1105.1448
HarvardSultan Faizullayevich Аmirov, Ulugbek Shukhratovich Mamadaliyev, and Islom Azim ugli Karimov (2023) ‘THE MAGNETIC CHAIN MATHEMATICAL MODELS OF A NEW ANGULAR DISPLACEMENT CONVERTER WITH A VARIABLE ACTIVE AREA OF A MOVABLE CORE’, Кимёвий технология. Назорат ва бошқарув, 2023(2), 29-38. https://doi.org/10.59048/2181-1105.1448
BibTeX
@article{sultanfaizullayevichmirov2023,
  title = {THE MAGNETIC CHAIN MATHEMATICAL MODELS OF A NEW ANGULAR DISPLACEMENT CONVERTER WITH A VARIABLE ACTIVE AREA OF A MOVABLE CORE},
  author = {Sultan Faizullayevich Аmirov and Ulugbek Shukhratovich Mamadaliyev and Islom Azim ugli Karimov},
  journal = {Кимёвий технология. Назорат ва бошқарув},
  year = {2023},
  volume = {2023},
  number = {2},
  pages = {29-38},
  doi = {10.59048/2181-1105.1448},
  url = {https://doi.org/10.59048/2181-1105.1448}
}

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