Fuzzy Control of the Air Conditioning System at Different Operating Pressures
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Fuzzy Control of the Air Conditioning System at Different Operating Pressures

Authors: Mohanad Alata , Moh'd Al-Nimr, Rami Al-Jarrah

Abstract:

The present work demonstrates the design and simulation of a fuzzy control of an air conditioning system at different pressures. The first order Sugeno fuzzy inference system is utilized to model the system and create the controller. In addition, an estimation of the heat transfer rate and water mass flow rate injection into or withdraw from the air conditioning system is determined by the fuzzy IF-THEN rules. The approach starts by generating the input/output data. Then, the subtractive clustering algorithm along with least square estimation (LSE) generates the fuzzy rules that describe the relationship between input/output data. The fuzzy rules are tuned by Adaptive Neuro-Fuzzy Inference System (ANFIS). The results show that when the pressure increases the amount of water flow rate and heat transfer rate decrease within the lower ranges of inlet dry bulb temperatures. On the other hand, and as pressure increases the amount of water flow rate and heat transfer rate increases within the higher ranges of inlet dry bulb temperatures. The inflection in the pressure effect trend occurs at lower temperatures as the inlet air humidity increases.

Keywords: Air Conditioning, ANFIS, Fuzzy Control, Sugeno System.

Digital Object Identifier (DOI): doi.org/10.5281/zenodo.1059599

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[1] Mirinejad, H., S.H. Sadati, S. Hasanzadeh, A.M. Shahri and M. Ghasemian, 2008. Design and simulation of an automated system for greenhouse using LabVIEW. AEJAES, 3: 279-284.
[2] Guo, P.Y., Z.H. Guang and Z. Bien, 1998. A simple fuzzy adaptive control method and application in HVAC. Proceeding of the IEEE International Conference on Fuzzy System, IEEE World Congress on Computational Intelligence, May 4-9, Anchorage, Alaska, USA., pp: 528-532.
[3] Huang, S. and R.M. Nelson, 1991. A PID-law combining fuzzy controller for HVAC application. ASHRAE Trans., 97: 768-774.
[4] Geng, G. and G.M. Geary, 1993. On performance and tuning of PID controllers in HVAC systems. Proceeding of the 2nd IEEE Conference on Control Applications, Sep. 13-16, Vancouver, B.C., Canada, pp: 819-824.
[5] Pinnella, M.J., E. Wechselberger, D.C. Hittle and C.O. Pederson, 1986. Self-tuning digital integral control. ASHRAE Trans., 2: 202-210.
[6] Krakow, K.I. and S. Lin, 1995. PI control of fan speed to maintain constant discharge pressure. ASHRAE Trans. Res., 101: 398-407.
[7] Wang, Q.G., C.C. Hang, Y. Zhang and Q. Bi, 1999. Multivariable controller auto-tuning with its application in HVAC systems. Proceedings of the Conference on American Control, June 02-04, San Diego, CA, USA. pp: 4353-4357.
[8] Dexter, L., G. Geng and P. Haves, 1990. The application of self-tuning PID control to HVAC systems. Proceeding of the Colloquium on Control in Building Energy Management Systems, May 30, London, UK., pp: 4/1-4/3
[9] Arguello-Serrano B. and M. Velez-Reyes. 1999. Nonlinear control of a heating, ventilating and air conditioning system with thermal load estimation. IEEE Trans. Control Syst. Technol., 7: 56-63.
[10] Semsar, E., M.J. Yazdanpanah and C. Lucas, 2003. Nonlinear control and disturbance decoupling of an HVAC system via feedback linearization and backstepping. Proceedings of the IEEE Conference on Control Applications, June 23-25, Istanbul, Turkey, pp: 646-650.
[11] House, J.M. and T.F. Smith, 1995. Optimal control of building and HVAC systems Proceedings of the Conference on American Control, June 21-23, Seattle, WA., USA., pp: 4326-4330.
[12] Nizet, J.L., J. Lecomte and F.X. Litt, 1984. Optimal control applied to air conditioning in buildings, ASHRAE Trans., 90: 587-600.
[13] Hunt K.J., D. Sbarbaro, R. Zbikowski and P.J. Gawthrop, 1992. Neural networks for control systems-a survey. Automatica (J. IFAC)., 28: 1083-1112.
[14] Teeter, J. and M. Chow, 1998. Application of functional link neural network to HVAC thermal dynamic system identification. Trans. Fuzzy Syst., 45: 170-176.
[15] Shah, R., A. Alleyne, and C. Bullard, “Dynamic Modeling and Control of Multi-Evaporator Air Conditioning Systems,” ASHRAE Transactions, 110:1, 109-119, April 2004.
[16] Ploplys, N., P. Kawka, and A. Alleyne, “Closed Loop Control Over Wireless Networks,” IEEE Control Systems, 24:3, 58-71, June 2004.
[17] Rasmussen, B., A. Musser, and A. Alleyne, “Model-Driven System Identification of Transcritical Vapor Compression Systems,” IEEE Transactions on Control Systems Technology, 13:3, 444-451, May 2005.
[18] Eldredge, B., B. Rasmussen, and A. Alleyne, “Automotive Vapor Compression Cycles: Validation of Control-Oriented Models,” SAE 2006 Transactions, Journal of Engines, 2006-01-1452, 2007.
[19] McKinley, T. and A. Alleyne, “An Advanced Nonlinear Switched Heat Exchanged Model for Vapor Compression Cycles using the Moving Boundary Method,” International Journal of Refrigeration, Vol. 31, No. 7, pp. 1253-1264, Nov. 2008.
[20] Eldredge, B., B. Rasmussen and A. Alleyne, “Moving-boundary Heat Exchanger Models with Variable Outlet Phase,” ASME Journal of Dynamic Systems Measurement and Control, Vol. 130, No. 6 Article Number: 061003, Nov. 2008.
[21] Jain N., B. Li, M. Keir., B. Hencey, and A. Alleyne, “Decentralized Feedback Structures of a Vapor Compression Cycle System,” IEEE Transactions on Control Systems Technology, Vol. 18, No. 1, pp: 185- 193, Jan 2010.
[22] Rasmussen, B. P. and A. Alleyne, “Gain Scheduled Control of an Air Conditioning System using the Youla Parameterization,” IEEE Transactions on Control Systems Technology, DOI 10.1109/TCST.2009.2035104.
[23] Li, Bin and A. Alleyne, “A Dynamic Model of a Vapor Compression Cycle with Shut-down and Start-up Operations,” International Journal of Refrigeration, Vol 33, No 3, pp 538-552, May 2010.
[24] Li, B., V. Chandan, B. Mohs, and A.G. Alleyne, “Optimal On-Off control of an Air Conditioning and Refrigeration Systems,” IFAC Control Engineering Practice, 2010.
[25] Shah, R., B. Rasmussen, and A. Alleyne, “Application of Multivariable Adaptive Control to Automotive Air Conditioning Systems,” International Journal of Adaptive Control and Signal Processing, 18:2, 199-221, March 2004.
[26] Al-Nimr, M.A., Daqqaq, M. F. and Hader, M. A.: Effect of working fluids on the performance of a novel summer air conditioning system, Int. Communications in Heat and Mass Transfer, Vol. 28(4), pp. 565- 573 (2001).
[27] Hader, M., Al-Nimr, M.A., and Daqqaq, M. F.: Effect of operating pressure on the performance of a novel summer air conditioning system, IASTED International Conference on Power and Energy Systems (EuroPES2001), Rhodes-Greece (2001).
[28] Al-Nimr, M.A., Abu Nabah, B. A. and Naji, M.: A novel summer air conditioning system, Energy Conversion and Management, Vol. 43(14), pp. 1911-1921 (2002).
[29] Saleh, A. and Al-Nimr, M. A., A modified air jet refrigeration system, Int. J. Heat & Technology, Vol. 24(2), pp. 23-28 (2006).
[30] Saleh, A. and Al-Nimr, M. A.: Evaporative system for water and beverage refrigeration in hot countries, Journal of Power and Energy, Vol. 221(8), pp. 1099-1105 (2007).
[31] Saleh, A. and Al-Nimr, M. A.: The Effectiveness of Multi Stage Dehumidification-humidification for Improving Cooling Ability of Evaporative Air Conditioning, Accepted for publication in J. Power and Energy, Part A, (2008).
[32] E.H. Mamdani and S. Assilian, An experiment in linguistic synthesis with a fuzzy logic controller, International Journal of Man-Machine Studies, vol. 7, pp. 1–13 (1975).
[33] M. Sugeno and G.T. Kang, Structure identification of fuzzy model, Fuzzy Sets and Systems, vol. 28, pp. 15–33 (1988).
[34] T. Takagi and M. Sugeno, Fuzzy identification of systems and its application to modeling and control, IEEE Transactions on Systems, Man, and Cybernetics, vol. 15, no. 1, pp. 116–132 (1985).
[35] Hao Ying, Theory and application of a novel fuzzy PID controller using a simplified Takagi-Sugeno rule scheme, Information Sciences, vol. 123, 281-293 (2000).