  The Kaigorodov space is a homogeneous Einstein space and it describes a
pp-wave propagating in anti-de Sitter space. It is conjectured in the
literature that M-theory or string theory on the Kaigorodov space times a
compact manifold is dual to a conformal field theory in an infinitely-boosted
frame with constant momentum density. In this note we present a charged
generalization of the Kaigorodov space by boosting a non-extremal charged
domain wall to the ultrarelativity limit where the boost velocity approaches
the speed of light. The finite boost of the domain wall solution gives the
charged generalization of the Carter-Novotn\'y-Horsk\'y metric. We study the
thermodynamics associated with the charged Carter-Novotn\'y-Horsk\'y space and
discuss its relation to that of the static black domain walls and its
implications in the domain wall/QFT (quantum field theory) correspondence.
