  We consider a low temperature plasma environment in the Low Earth Orbital
(LEO) region in presence of charged space debris particles. The dynamics of
(2+1) dimensional nonlinear dust ion acoustic waves with weak transverse
perturbation, generated in the system is found to be governed by a forced
Kadomtsev-Petviashvili (KP) equation, where the forcing term depends on charged
space debris function. The bending phenomena of some exact dust ion acoustic
solitary wave solutions in x-t and x-y planes are shown; that are resulted from
consideration of different types of possible localized debris functions. A
family of exact pinned accelerated solitary wave solutions has been obtained
where the velocity changes over time but the amplitude remains constant. The
shape of debris function also changes during its propagation. Also, a special
exact solitary wave solution has been derived for the dust ion acoustic wave;
that gets curved in spatial dimensions with the curvature depending upon nature
of forcing debris function. Such intricate solitary wave solutions may be
useful in modelling real experimental data.
