  We explored the gravity dual of a rotating quark-gluon plasma by transforming
the boundary coordinates of the large black hole limit of
Schwarchild-$\text{AdS}_5$ metric. The Euler-Lagrange equation of the
Nambu-Goto action and its solution become more complex than those without
rotation. For small angular velocity, we obtained an analytical form of the
drag force acting on a quark moving in the direction of the rotation axis and
found it stronger than that without rotation. We also calculated the heavy
quark potential under the same approximation. For the quarkonium symmetric with
respect to the rotation axis, the depth of the potential is reduced by the
rotation. For the quarkonium oriented in parallel to the rotation axis, the
binding force is weakened and the force range becomes longer. We also compared
our holographic formulation with others in the literature.
