A software package of Mathematica, aimed at the analysis of (2)H NMR Zeeman (T(1Z)) and quadrupolar (T(1Q)) spin-lattice relaxation times in liquid crystals in terms of diffusional models, is presented. The models most commonly used to describe internal, overall, and collective motions in liquid-crystalline phases are considered, and dynamic parameters are obtained by means of either single point or global target approaches using simulation or fitting procedures. The use of the software as a tool for highlighting the problems encountered in this kind of analysis as well as for dealing with such problems following suitable strategies is illustrated by means of applications to experimental (2)H relaxation times of three different calamitic liquid crystals.