The present work introduces a transient endoreversible model of a heat-driv
en refrigeration plant, which is driven by a fuel-burning heater The model
consists of a combustion chamber with negligible heat loss to the ambient,
a refrigerator with three finite-size heat exchangers, namely, the evaporat
or between the refrigeration load and refrigerant, the condenser between th
e refrigerant and the ambient, and the generator between the combustion cha
mber and the refrigerant, and finally the refrigerated space. The total the
rmal conductance of the three heat exchangers is fixed. A thermodynamic opt
imization of the absorption cycle is then performed, reporting the operatin
g conditions for minimum time to reach a prescribed cold-space temperature,
thus maximum refrigeration rate, specifically the optimal mass fuel flow r
ate and the optimal way of allocating the thermal conductance inventory. Ha
lf of the total supply of thermal conductance has to be divided equally bet
ween the generator and evaporator and the other half allocated to the conde
nser for optimal operation. A narrow range of fuel flow rates lead to the m
inimum time to achieve a prescribed cold-space temperature, thus stressing
the importance of the transient analysis. Appropriate dimensionless groups
were identified and the generalized results are reported in dimensionless c
harts.