The temperature dependent relativistic mean field (RMF-T) results obtained
by using nonlinear Lagrangian parameter set NL3 are presented for a few sel
ected representative spherical and deformed nuclei. The calculated total bi
nding energy (entropy) decrease (increase) as temperature (T) increases. Th
e depths of the potentials and the single particle (sp) energies change ver
y little with temperature. The density slightly spreads out; as a result th
e radius increases as temperature rises. For well deformed nuclei the shell
effects disappear at around T similar to 3 MeV. This value of T is relativ
ely higher as compared to the corresponding value of T (similar to 1.8 MeV)
obtained in the Strutinsky-type calculations. This difference in the value
of T is shown to be due to the use of the effective nucleon mass (< the ba
re mass) appearing in the Skyrme III interaction or emerging from the RMF L
agrangian.