Optimal performance of a generalized irreversible Carnot-engine

This paper presents a generalized irreversible Carnot-engine model that incorporates several internal and external irreversibilities, such as heatresistance, bypass heat-leak, friction and turbulence. The added irreversibilities besides heat-resistance are characterized by a constant parameter and a constant coefficient. The relation between optimal power-output and efficiency is derived based on a generalized heat-transfer law q (proportional to) ((delta)T)^n. Detailed numerical examples show the effect of bypass heat-leakage, internal irreversibility and heat-transfer law on the optimal performance of the generalized irreversible heat-engine.