Induction current- velocity dependence

AI Thread Summary
The discussion focuses on the relationship between induction current and the velocity of a linear movement in a shock absorber system using a cylindrical permanent magnet. The user references Faraday's Law to derive the electromotive force (E) but questions the validity of their equation due to the directional alignment of the magnetic field (B) and velocity (v). Calculating forces on permanent magnets is highlighted as a complex issue, suggesting the need for specialized software like ANSYS Maxwell for accurate analysis. The conversation emphasizes the importance of understanding these dynamics to effectively control the damping coefficient of the shock absorber. Accurate modeling and simulation tools are crucial for resolving these challenges.
dave8
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Hello,

I have to put the cylindrical permanent magnet into shaft of the shock absorber with coil around it. I need such a system which let's me to control the damping coefficient of the shock absorber so that's why a have to know the current. I can't find anywhere the relation between induction current and for example velocity of linear movement of the shaft, by the use of Faraday's Law I found that it should be that
E = vxB(Rext-Rint)
where E - electromotive force, v - velocity, B - magnetic field induction, Rext - external radius, Rint - internal radius of the magnet
But I don't think that its true because B and v vectors have the same direction.
Please help
 
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Calculating the forces on permanent magnets is a notoriously difficult problem. You will need the assistance of a software package like ANSYS Maxwell.
 
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