- #1
meteorologist1
- 100
- 0
Hi, could someone show me how to express
[tex] \frac{\partial G^{\mu\nu}}{\partial x^\nu} = 0 [/tex]
which are Maxwell's equations, G is the dual tensor,
in terms of the field tensor F:
[tex] \frac{\partial F_{\mu\nu}}{\partial x^\lambda} + \frac{\partial F_{\nu\lambda}}{\partial x^\mu} + \frac{\partial F_{\lambda\mu}}{\partial x^\nu} = 0 [/tex]
Thanks.
[tex] \frac{\partial G^{\mu\nu}}{\partial x^\nu} = 0 [/tex]
which are Maxwell's equations, G is the dual tensor,
in terms of the field tensor F:
[tex] \frac{\partial F_{\mu\nu}}{\partial x^\lambda} + \frac{\partial F_{\nu\lambda}}{\partial x^\mu} + \frac{\partial F_{\lambda\mu}}{\partial x^\nu} = 0 [/tex]
Thanks.