3D-SIMULATION OF ELECTROMAGNETIC AND TEMPERATURE FIELDS IN THE CONTINUOUS INDUCTION HEATERS
被引:0
作者:
Demidovich, Victor B.
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机构:
Sankt Petersburg Electrotech Univ LETI, 5 Prof Popov Str, St Petersburg 197376, RussiaSankt Petersburg Electrotech Univ LETI, 5 Prof Popov Str, St Petersburg 197376, Russia
Demidovich, Victor B.
[1
]
Chmilenko, Fedor V.
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机构:
Sankt Petersburg Electrotech Univ LETI, 5 Prof Popov Str, St Petersburg 197376, RussiaSankt Petersburg Electrotech Univ LETI, 5 Prof Popov Str, St Petersburg 197376, Russia
Chmilenko, Fedor V.
[1
]
Andrushkevich, Vladislav V.
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机构:
Sankt Petersburg Electrotech Univ LETI, 5 Prof Popov Str, St Petersburg 197376, RussiaSankt Petersburg Electrotech Univ LETI, 5 Prof Popov Str, St Petersburg 197376, Russia
Andrushkevich, Vladislav V.
[1
]
Rastvorova, Irina I.
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机构:
Sankt Petersburg Electrotech Univ LETI, 5 Prof Popov Str, St Petersburg 197376, RussiaSankt Petersburg Electrotech Univ LETI, 5 Prof Popov Str, St Petersburg 197376, Russia
Rastvorova, Irina I.
[1
]
机构:
[1] Sankt Petersburg Electrotech Univ LETI, 5 Prof Popov Str, St Petersburg 197376, Russia
来源:
Coupled Problems in Science and Engineering VI
|
2015年
关键词:
Electromagnetic and Temperature Fields;
Induction Heating Applications;
Computing Methods;
FDM;
FEM and IEM;
D O I:
暂无
中图分类号:
T [工业技术];
学科分类号:
08 ;
摘要:
The quasi-3-D model was developed for continuous induction heating of billets with arbitrary cross section. This computer model is intended for evaluation of electrical and thermal both stationary and non-stationary processes of stage and continuous working regime an induction heater with magnetic and non-magnetic loading with any of cross section shape. The combination of the most effective numerical methods for modeling induction heating process was used in this software: Finite Difference Method (FDM), Finite Element Method (FEM), Boundary Element Method (BEM), Integral Equation Method (IEM) and their combination.