Hi Juan,
I use the method exactly the same with your description. But the magnetic insulation will be overridden, to correct that, I build a bigger sphere outside and force the magnetic insulation condition there.
The results shows me the uniform magnetic field through the whole domain where I add the magnetic field which is good. But the other results are not what i expected.
On the contrary, if I apply the magnetic field as the remanent term in the whole domain of the moving particle, instead of applying on the boundary, but keep anything else the same. then the magnetic insulation condition is well defined and I can get the close results (like velocity contour, pressure drop...)with the analytic solution but then the Magnetic field would't be UNIFORM.
Do you think where I may make mistakes?
Thanks
Yi
I use the method exactly the same with your description. But the magnetic insulation will be overridden, to correct that, I build a bigger sphere outside and force the magnetic insulation condition there.
The results shows me the uniform magnetic field through the whole domain where I add the magnetic field which is good. But the other results are not what i expected.
On the contrary, if I apply the magnetic field as the remanent term in the whole domain of the moving particle, instead of applying on the boundary, but keep anything else the same. then the magnetic insulation condition is well defined and I can get the close results (like velocity contour, pressure drop...)with the analytic solution but then the Magnetic field would't be UNIFORM.
Do you think where I may make mistakes?
Thanks
Yi