A 2-DIMENSIONAL NUMERICAL INVESTIGATION OF THE OPTIMAL REMOVAL TIME AND ENTROPY PRODUCTION-RATE FOR A SENSIBLE THERMAL STORAGE-SYSTEM

We extend a previous one-dimensional analytical study to consider two- dimensional transient effects of a cylindrical, sensible energy-storag e system. The working fluid NaK is assumed to be incompressible. Energ y transfer from the high temperature surrounding domain is due to cond uction in the annulus and convection to the working fluid. We apply a two-dimensional, explicit numerical scheme to quantify transient tempe rature profiles within the two domains. In addition we consider second law aspects of the two subsystems and isolate irreversibilities which reduce the availability. Finally, we exploit the normalized figure of merit which characterizes the optimal ratio of exergy extraction to t he total exergy change of the thermal storage system as a function of removal time. Copyright (C) 1996 Elsevier Science Ltd.