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magnetic field gradient in 3D return zero!
Posted 20 mar 2013, 00:35 GMT-4 Low-Frequency Electromagnetics, Studies & Solvers Version 4.3, Version 4.3a, Version 4.3b, Version 4.4 10 Replies
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If anybody knows that why the gradient of magnetic field in 3D models is always zero? I checked the different methods. for example I wrote d(Bx,x) or different component of B and H. Even d(d(Ax,x),x) is always zero! I am using the quadratic discretization. It is OK when I simulating in 2D or 2D axisymmetric, However the similar geometry in 3D give the zero for gradient of magnetic field.
could somebody help me?
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First of all you must tell us in which direction your field is aligned, 3D magnetic vector potential transforms to magnetic field via a curl and you are in 3D space, so look rather at the cross derivatives, by the way the magnetic field x vector component Bx is equal to the curl(Ax) = Azy-Ayz = d(Az,y)-d(Ay,z) so its easier too use the Axy (y derivative of vector component Ax of A (I find it slightly confusion to have both vector components and derivatives tagged as the same letter, it would have been easier with a 1233 index for vector components and x,y,z for the derivative but OK COMSOl decided once the other way, and now its difficult to change ;)
Then as you have by default quadratic discretization, if you derive once more Bx you will get a rather discontinuous line, you need to increase the discretization to get a continuous result
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Good luck
Ivar
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However I think I could find the solution. It is in attached pdf file.
Attachments:
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Thank you ivar,
However I think I could find the solution. It is in attached pdf file.
Thanks for your sharing file.
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How can the gradient of magnetic field generated be used for the force equation of particle tracing. When I am using the terms generated according to the pdf given, the particles are not responding to it. Please help me regarding this.
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Thanks for your response. My force is not a Magnetophoretic force, but let me manipulate the equation for my purpose. Let me see the result.
Thanks again.
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I am trying to simulate atom trajectory, hence the equation of magnetophoretic force is not suitable, as it having gradient of H^2. Any help regarding this is highly appreciable.
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I'm experiencing the same zero gradient problem as defined in the title. I tried the pdf attached. It seems it works fine but the results are nosier than 3.5a(i think if i use finer mesh, results will be better). But i couldnt implement the model via livelink Matlab. I'm trying to solve an optimization problem so matlab and comsol interface is important. When i use the code which i saved from comsol "save as menu", i get magnetic field results okay but the values of dependent variables (u,u1,u2) are always zero.
Any suggestions for coordinating matlab and comsol for this magnetic field gradient problem?
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Thanks
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