  We define a random walk of a particle in $\mathbb{R}^3$ where the space is
rotating. The particle is not glued to the space and will collide with it at
random times, resulting in changes in its velocity and direction. After many
collisions, the random walk starts to have some asymptotic behaviors inherited
from the movement of space. The paper will find the limit movement of the
particle, and explain how the randomness of the random walk gives rise to the
particle asymptotic deterministic movement.
