Hui Meng

Hui Meng
Foresee Group · R&D

About

7
Publications
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5
Citations

Publications

Publications (7)
Presentation
Full-text available
Force between magnet pairs and surface flux density are studied to understand the attraction between magnetic like poles and repulsion between unlike poles with different permeance coefficients (Pc) and B-H characteristics. The magnet with a higher Pc can locally demagnetize the one with a lower Pc. A large localized demagnetization (LD) field can...
Article
Full-text available
This investigation reveals the mystery of the cases where magnetic like poles attract each other, and unlike poles repel one another. It is identified that for two unequally sized like poles, the pole with a higher Pc (permeance coefficient) causes a localized demagnetization (LD) to the pole with a lower Pc. If the LD is large enough, the polarity...
Conference Paper
Full-text available
Even though Gauss’ law for magnetic flux density (B-field) indicates there is no free magnetic charge, we can still define the effective bound magnetic charges from the magnetization of magnetic material [1]. The positive magnetic charge is what we usually called the “north pole”, and correspondingly, the negative magnetic charge is what we usually...
Article
Full-text available
The Maxwell magnetic force equation F = B^2*A/(2μ0) [1-6] can be used for determining the magnetic force of magnetic components, where F is the force in newton (N), B is the flux density in tesla (T), A is the area of cross-section in square meter (m^2), and μ0 is the permeability of the vacuum (4π×10−7 H/m). The formula can be converted to an easy...
Conference Paper
Full-text available
The principles for the design of smart magnetic devices using permanent magnet are presented. For a small air gap, replacing the uniform magnetization with a finely tuned multipolar magnetic pattern can enhance the attractive force greatly and limit the flux leakage obviously. The optimal multipolar magnetic pattern is different for different air g...
Conference Paper
Full-text available
The magnetic force of magnetic components can be determined by using the Maxwell magnetic force equation F = B^2 A/(2μ0), with A is the cross-section area and B is the flux density. However, in many practical cases it is difficult to determine the B, and the accuracy is usually unsatisfactory. This paper reports a simple equation F = Br^2 (aA^2 +bA...

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Project
Create innovative magnetic devices with great benefit of energy saving and high efficiency