Abstract
The shear viscosity tensor of Sr2RuO4 is calculated. It is assumed that the low temperature metallic state of it is a two dimensional Fermi liquid. The Boltzmann equation has been solved in the normal state by using new method of calculation which is completely different from that of Abrikosov-Khalatnikov approximation. We show that the normal state viscosity coefficients varies with temperature as T−1 which in agreement with experimental results.
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