Applied Energy, Vol.174, 108-117, 2016
A comparative study between a Rankine cycle and a novel intra-cycle based waste heat recovery concepts applied to an internal combustion engine
A novel intra-cycle waste heat recovery (ICWHR) methodology, applied to an internal combustion engine is presented in this study. Through a split type thermodynamic cycle design, quasi-isothermal compression of the charge air and isobaric combustion of the air/fuel mixture can be performed separately in two chambers. Within such a design, the exhaust heat can be recovered to the intake air flow between the compression chamber and combustion chamber. Consequently, the recovered energy can be re-utilized in the combustor directly, and an intra-cycle waste heat recovery process can be achieved. To investigate the fundamental aspects of this new methodology, a comparative study between the conventional Rankine based WHR and the new ICWHR was undertaken. Both theoretical and numerical analysis were applied to evaluate the performance characteristics of these two technologies. The ICWHR cycle differs from the Rankine cycle in that an energy conversion subsystem is not necessary since the recovered energy is sent back to the combustion chamber directly, and then the system efficiency is improved significantly. Furthermore, the theoretical results indicate that the full cycle efficiency of ICWHR system is determined by the regeneration effectiveness, the compression ratio and the fuel equivalence ratio, then the limitations of Rankine cycle, such as working fluid selection and system parameter calibration can be avoided mechanically. Finally, through a one dimensional system model, analysis of optimal operation range, system efficiency and the heat transfer behaviours of ICWHR system are discussed in this paper and comparisons made with a Rankine cycle WHR system. (C) 2016 The Authors. Published by Elsevier Ltd. This is an open access article under the CC BY license.
Keywords:Intra-cycle waste heat recovery;Rankine cycle;Quasi-isothermal compression;Heat recuperation;Thermal efficiency