  The surface is known to intercept energy from bombarding particles. This
energy then spreads over the surface. Before now, it has always been said that
the distribution of this energy landing on the surface is always Gaussian.
However, in this paper, we clearly show, using a set of mathematical tools, the
energy distribution patterns on common, simple or ideal, solid surfaces. We
consider flat graphene, cubic and rhombohedra surfaces and indicate the energy
leads which transport energy units from one atom to the other, away from the
landing site of the bombarding particle. The overall nano-scale pattern of the
entire energy spread on the surfaces suggests a clearly non-Gaussian form at
nano scales. This means the energy distribution on these surfaces can not be
assumed to be uniformly distributed over the surface, at nano scales. The
energy travels faster along the length than along the breadth, thus the energy
distribution is anisotropic even on ideal lattice, at nano scales. The
different patterns, obtained, clearly show that the energy distribution into a
material, via its surface, is peculiar to the surface
