Thermoluminescence (TL) glow curves corresponding to a hyperbolic heating p
rofile are computed, for the first time, by solving a system of coupled dif
ferential equations using the fourth-order Runge-Kutta method taking into a
ccount the presence of thermally disconnected traps. The variations of the
peak temperature and the symmetry factor with the change of the fractional-
filling ratio have been studied, not only for the TL peaks obtained as a re
sult of the solution of the coupled differential equations but also for TL
peaks obeying Randall-Wilkins and Garlick-Gibson equations in a hyperbolic
heating program. Finally, the validity of the plateau test has also been co
nsidered.