HEAT AND LATENT TRANSFER SURVEY ON ENERGY RECOVERY SYSTEM
We present a study of an energy recovery system consisting of a condensation wheel with porous walls, where both heat and latent transfers are considered. With interest to a numerical solution of the condensation model, a mathematical simulation describing heat and mass transfer, with counter-current air circulations, is presented. The finite volume method is used to solve the partial derivative equations. The numerical model is developed to study and discuss our local climate parameters and their effects such as: thickness of the wheel, speed of revolution, porosity and the airflow on the effectiveness of the wheel. A specific numerical simplified solution for the operating conditions is also presented. A good agreement has been found between our calculated results and those reported in literature regarding such heat and mass transfer of wheel condensation.
recovery energy, heat and mass transfer, condensation wheel, effectiveness sensible, effectiveness latent, effectiveness total
Received: December 13, 2023; Revised: April 14, 2024; Accepted: June 26, 2024; Published: August 5, 2024
How to cite this article: Koutama Amara, Heat and latent transfer survey on energy recovery system, JP Journal of Heat and Mass Transfer 37(4) (2024), 521-540. https://doi.org/10.17654/0973576324035
This Open Access Article is Licensed under Creative Commons Attribution 4.0 International License
References:[1] J. G. VanLeersum and C. W. Ambrose, Comparisons between experiments and a theorical model of heat and mass transfer in rotary regenerators with non-sorbing matrices, J. Heat Transfer 103 (1981), 189-195.[2] C. J. Simonson, D. L. Ciepliski and R. W. Besant, Determining the performance of energy wheels: Part I experimental and numerical methods, ASHRAE Trans. 105 (1999), 174-187.[3] Ephrahim M. Sparrow, Jimmy C. K. Tang, Mark R. Johnson and Gerry P. Martin, Heat and mass transfer characteristics of a rotating regenerative total energy wheel, International Journal of Heat and Mass Transfer 50 (2007), 1631-1636.[4] M. Ali Mandegrani and H. Pahlavanzadeh, Introduction of a new definition for effectiveness of desiccant wheels, Energy 34 (2009), 797-803.[5] I. L. Maclaine Cross, A theory of combined heat and mass transfer in regenerators, Ph. D. Dissertation in Mechanical Engineering, Monash University, Australia, 1974.[6] C. J. Simonson and R. W. Besant, Energy wheel effectiveness: part I-development of dimensionless groups, International Journal of Heat and Mass Transfer 42 (1999), 2161-2170.[7] M. H. Ahmed and N. M. Kattab, Evaluation and optimization of solar desiccant wheel performance, Renewable Energy 30 (2005), 305-325.[8] A. E. Kabeel, Solar powered air conditioning system using rotary honeycomb desiccant wheel, Renewable Energy 32 (2007), 1842-1857.[9] Abdulmajeed S. Al-Ghamdi, Analysis of air-to-air rotary energy wheels, Thèse de Doctorat, 2006.[10] C. E. L. Nobrega and N. C. L. Brum, Modeling and simulation of heat and enthalpy recovery wheels, Energy 34 (2009), 2063-2068.[11] J. Xaman, J. Tun, G. Alvarez, Y. Chavez and F. Noh, Optimum ventilation based on the overall ventilation effectiveness for temperature distribution in ventilated cavities, Int. J. Thermodyn. Sci. 48(8) (2009), 1574-1585.[12] Ikram Mostefa Tounsi, Mustapha Boussoufi, Amina Sabeur and Mohamed El Ganaoui, Numerical analysis of indoor air quality in an open room: effect of the outlet opening, International Journal of Thermofluids 18 (2023), 100356.[13] Ebrahim Tavousi, Noel Perera, Dominic Flynn and Reaz Hasan, Heat transfer and fluid flow characteristics of the passive method in double tube heat exchangers: a critical review, International Journal of Thermofluids 17 (2023), 100282.