  We show that QED in the Coulomb gauge can be considered as a low energy
linear approximation of a non-linear $\sigma $-type model where the photon
emerges as a vector Goldstone boson related to the spontaneous breakdown of
Lorentz symmetry down to its spatial rotation subgroup at some high scale $M$.
Starting with a general massive vector field theory one naturally arrives at
this model if the pure spin-1 value for the vector field $A_{\mu}(x)$ provided
by the Lorentz condition $\partial_{\mu}A_{\mu}(x)=0$ is required. The model
coincides with conventional QED in the Coulomb gauge in the limit of M going to
infinity and generates a very particular form for the Lorentz and CPT symmetry
breaking terms, which are suppressed by powers of $M$.
