- #1
Azelketh
- 40
- 0
Hi,
I've been trying to solve problem 2.1 a in Peskin and schroeder, an introduction to QFT.
The problem is to derive Maxwells equations for free space, which I have almost managed to do,
using the Euler- lagrange euqation And the definition of the field tensor as
[tex]
F_{μv} = d_μ A_v - d_v A_μ
[/tex]
So I have managed to get to;
[tex]
0=d_μ F^{μv}
[/tex]
But I am unable to see how this shows Maxwells equations.
Any points would be appreciated.
Thanks.
I've been trying to solve problem 2.1 a in Peskin and schroeder, an introduction to QFT.
The problem is to derive Maxwells equations for free space, which I have almost managed to do,
using the Euler- lagrange euqation And the definition of the field tensor as
[tex]
F_{μv} = d_μ A_v - d_v A_μ
[/tex]
So I have managed to get to;
[tex]
0=d_μ F^{μv}
[/tex]
But I am unable to see how this shows Maxwells equations.
Any points would be appreciated.
Thanks.