  Inhomogeneous Bianchi type-I cosmological model with electro-magnetic field
based on Lyra geometry is investigated. Using separated method, the Einstein
field equations have been solved analytically with the aid of Mathematica
programm. A new class of exact solutions have been obtained by considering the
potentials of metric and displacement field are functions of coordinates t and
x. We have assumed that F(12) is the only non-vanishing component of
electro-magnetic field tensor F(ij). The Maxwells equations show that F(12) is
the function of x alone whereas the magnetic permeability is the function of x
and t both. To get the deterministic solution, it has been assumed that the
expansion scaler Theta in the model is proportional to the value sigma(11) of
the shear tensor sigma(ij). Some physical and geometric properties of the model
are also discussed and graphed.
