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airbuzz
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I have two parallel plate electrodes in which flows a determined current J. I found that the magnetic field between the two electrodes is:
[tex]B_z (y,z)=\frac{\mu J}{2\pi d}(\vartheta_1+\vartheta_2}[/tex]
(see attached figure)
This comes form the field generated by a plate that is:
[tex]B_z (y,z)=\frac{\mu J}{2\pi d}\vartheta[/tex]
Does anybody knows from where come this formula and how to demonstrate it??
I´m just fighting against Maxwell´s equations, but they are winning...
[tex]B_z (y,z)=\frac{\mu J}{2\pi d}(\vartheta_1+\vartheta_2}[/tex]
(see attached figure)
This comes form the field generated by a plate that is:
[tex]B_z (y,z)=\frac{\mu J}{2\pi d}\vartheta[/tex]
Does anybody knows from where come this formula and how to demonstrate it??
I´m just fighting against Maxwell´s equations, but they are winning...
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