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Posted:
1 decade ago
18.04.2015, 12:06 GMT-4
Integrate over the area through which current flows.
Integrate over the area through which current flows.
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Posted:
1 decade ago
19.04.2015, 14:07 GMT-4
Not quite -- you need to integrate the normal component across the area, not the total current magnitude. Parallel components don't contribute to total current.
Not quite -- you need to integrate the normal component across the area, not the total current magnitude. Parallel components don't contribute to total current.
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Posted:
1 decade ago
01.06.2015, 21:57 GMT-4
Sorry for such a late reply. Actually I want to calculate current in a conductor but in comsol current density is given. As I am using magnetic electric interface so the current density is mef.Jx , mef.Jy, and mef.Jz in x, y and z direction. If the conductor is lying along x-axis so the area normal to the current density will be lying in yz plane.
The formula should be integrate(integrate(r*mef.Jx,r,0,rb),th,0,2*pi) as the mef.Jx is a constant numeric value the formula is simply equal to mef.Jx*pi*rb^2 . Now when I use any of the formulas to calculate current the value is high or low. Like I applied current of 5[A] at the center of the conductor so on one side the current according to the above formulas is 4.065[A] and on the other side it is -2.25[A]. Could anyone help what is the issue.
Sorry for such a late reply. Actually I want to calculate current in a conductor but in comsol current density is given. As I am using magnetic electric interface so the current density is mef.Jx , mef.Jy, and mef.Jz in x, y and z direction. If the conductor is lying along x-axis so the area normal to the current density will be lying in yz plane.
The formula should be integrate(integrate(r*mef.Jx,r,0,rb),th,0,2*pi) as the mef.Jx is a constant numeric value the formula is simply equal to mef.Jx*pi*rb^2 . Now when I use any of the formulas to calculate current the value is high or low. Like I applied current of 5[A] at the center of the conductor so on one side the current according to the above formulas is 4.065[A] and on the other side it is -2.25[A]. Could anyone help what is the issue.
