  In this paper, we derive the non-commutative corrections to the maximal
acceleration of a massive particle. Using the eight-dimensional kappa-deformed
phase-space metric, we obtain the kappa-deformed maximal acceleration, valid up
to first order in the deformation parameter. We then derive the kappa-deformed
geodesic equation and obtain its Newtonian limit and from this obtain a bound
on the deformation parameter. After re-expressing the kappa-deformed
Schwarzschild metric in terms of maximal acceleration, we analyse the motion of
a particle in this space-time, and also study the modifications to Hawking
radiation. We also derive the kappa-deformed corrections to maximal
acceleration using kappa-deformed generalised uncertainty principle.
