Speaker
Description
We calculate the $\delta f$ correction to the one particle distribution function in
presence of magnetic field and non-zero shear viscosity within the relaxation time approximation. The $\delta f$ correction is found to be electric charge dependent. Subsequently, we also calculate one longitudinal and four transverse shear viscous coefficients as a function of dimensionless Hall parameter $\chi_{H}$ in presence of the magnetic field. Calculation of invariant yield of $\pi^{-}$ in a simple Bjorken expansion in longitudinal direction along with a realistic transverse expansion of fluid shows that both $p_{T}$ spectra and elliptic flow is altered due to the $\delta f$ correction for a realistic values of the magnetic field and relaxation time.