  Gaussian Klauder coherent states are discussed in the context of the infinite
well quantum model, otherwise known as the particle in a box. A supersymmetric
partner system is also presented, as well as a construction of coherent states
in this new system. We show that these states can be chosen, in both systems to
have many properties usually expected for coherent states. In particular, they
yield highly localised wave packets for a short period of time, which evolve in
a quasi-classical manner and which saturate approximately Heisenberg
uncertainty relation. These studies are elaborated in one- and two-dimensional
contexts. Finally, some relations are established between the gaussian states
being mostly used here and the generalised coherent states, which are more
standardly found in the literature.
