  As an extension to the Laplace and Sumudu transforms the classical Natural
transform was proposed to solve certain fluid flow problems. In this paper, we
investigate q-analogues of the q-Natural transform of some special functions.
We derive the q-analogues of the q-integral transform and further apply to some
general special functions such as : the exponential functions, the
q-trigonometric functions, the q-hyperbolic functions and the Heaviside
Function. Some further results involving convolutions and differentiations are
also obtained.
