- #1
Gavroy
- 235
- 0
Hey,
I asked myself, how can I use:
[tex] U=\oint (v\times B) ds [/tex](1)
to calculate for example the alternating voltage of a conductor loop turning in a constant magnetic field. But I am not only interested in this case, I just want to illustrate it.
Therefore I thought about using Stokes theorem:
[tex] U=\int rot(v\times B) dA [/tex](2)
But I do not know how to deal with [tex] rot(v\times B) [/tex] in this equation.
How could I for exmple derive the equation of the alternating voltage
by using either equation 1 or 2.
Sorry about my english, but I do not live in an english-speaking country;-)
I asked myself, how can I use:
[tex] U=\oint (v\times B) ds [/tex](1)
to calculate for example the alternating voltage of a conductor loop turning in a constant magnetic field. But I am not only interested in this case, I just want to illustrate it.
Therefore I thought about using Stokes theorem:
[tex] U=\int rot(v\times B) dA [/tex](2)
But I do not know how to deal with [tex] rot(v\times B) [/tex] in this equation.
How could I for exmple derive the equation of the alternating voltage
by using either equation 1 or 2.
Sorry about my english, but I do not live in an english-speaking country;-)