عرض بسيط للتسجيلة

Exact Analytical Magnetic Field Analysis and Optimization Design of an Eccentric Magnetic Harmonic Gear

المؤلفLiu, R.
المؤلفWang, L.
المؤلفZhang, J.
المؤلفLin, S.
المؤلفMuyeen, S. M.
المؤلفChen, T.
تاريخ الإتاحة2022-03-23T08:22:45Z
تاريخ النشر2021
اسم المنشور2021 3rd International Conference on Smart Power and Internet Energy Systems, SPIES 2021
المصدرScopus
المعرّفhttp://dx.doi.org/10.1109/SPIES52282.2021.9633926
معرّف المصادر الموحدhttp://hdl.handle.net/10576/28910
الملخصThe eccentric magnetic harmonic gear (EMHG) can achieve large torque transmission, high efficiency with high gear ratios. Exact analytical model is proposed to calculate the air gap magnetic field. The analytical method is based on the hyperbolic cotangent transformation method, which is accurate in theory. The eccentric air gap magnetic field solutions can be obtained by the relative permeance function derived from the effect of rotor eccentricity. The genetic algorithm based on the proposed analytical method is used to optimize and design the EMHG. The analytical results are in good agreement with Ansoft finite element (FE) method results, which verifies the correctness and validity of the proposed analytical model.
راعي المشروعACKNOWLEDGMENT The authors would like to thank the National Natural Science Foundation of China (51977127) and Shanghai Municipal Science and Technology Commission (19020500800).
اللغةen
الناشرInstitute of Electrical and Electronics Engineers Inc.
الموضوعGenetic algorithms
Harmonic analysis
Magnetic fields
Air-gap magnetic field
Analysis/design
Analytical method
Eccentric magnetic harmonic gear
Electromagnetic torques
Exact analytical model
Field optimization
Hyperbolic cotangent transformation
Magnetic field analysiss
Optimization design
Analytical models
العنوانExact Analytical Magnetic Field Analysis and Optimization Design of an Eccentric Magnetic Harmonic Gear
النوعConference Paper
الصفحات333-336


الملفات في هذه التسجيلة

الملفاتالحجمالصيغةالعرض

لا توجد ملفات لها صلة بهذه التسجيلة.

هذه التسجيلة تظهر في المجموعات التالية

عرض بسيط للتسجيلة