In this paper we have investigated bulk viscous fluid plane symmetric dust magnetized string cosmological model. To get a deterministic model, it is assumed that ε = λ, and a relation between metric potential B = RA n . The behaviour of the model in the presence and absence of magnetic field together with physical and geometrical aspects of the model are also discussed.

Taub (Ann. Math., 53:472-490, 1951) has studied plane symmetry in Riemannian space-time by considering empty space-time admitting a three parameter group of motions. In this paper, we have deduced the line element of such a space-time for Z = Z(t/z)-type plane gravitational waves using suitable transformations following the concept of Takeno (Sci. Rep. Inst. Theor. Phys. Hiroshima Univ. 1, 1961), Lal and Ali (Tensor 20:281-302, 1969). Furthermore it has been shown that the deduced space-time admit plane wave solutions of the field equations of general relativity containing electromagnetic terms. Also we have studied electromagnetic field except gauge transformation with particular cases with respect to ν.

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In this paper, we have shown that generalized plane wave metric be the solution of Einstein-Maxwell equations in the presence of null fluid and null currents in higher dimensional space-time V 5 for Z = t z -type plane wave and also discussed some particular cases. AMSClassification and PACS 2006: 74H99, 78A02, 95.30 SF, 98.80JK