  We calculate the thermoelectric and thermal conductivity of Einstein-DBI
system without the translational symmetry. We show that strictly, the
longitudinal component of the thermal conductivity in the vanishing dissipation
limit, $k^2\rightarrow 0$, is determined only by the metric components
evaluated at the horizon of the black hole in the same limit. The temperature
dependence of the transport quantities are obtained for $AdS_4$ and
$AdS_2\times R^2$ solutions. The Lorentz ratio and Hall-Lorentz ratio are found
to be independent of temperature for $AdS_4$ solution in the low temperature
limit, whereas the above mentioned quantities are independent of temperature
for $AdS_2\times R^2$ solution.
