An analytical method for the second-law-based thermoeconomic optimizat
ion of a sensible heat-storage system, in which the energy is stored i
n a large liquid bath from a hot-gas source, is presented. In this app
roach, monetary values are attached to the irreversible losses caused
by the finite-temperature difference heat transfer and pressure drop i
n the storage system. Results are presented in terms of the optimum nu
mber of transfer units as a function of a dimensionless unit-cost rati
o, charging time, and reduced temperature difference of the storage sy
stem.