References
- Besnoin, E. 2001. Numerical study of Thermo-acoustic heat exchangers. Ph.D. Thesis, John Hopkins University, Baltimore, MD, USA.
- Chaitou, H., and P. Nika. 2012. Exergetic optimization of a thermoacoustic engine using the particle swarm optimization method. Energy Conversion and Management 55:71–80.
- Duvigneau, F., T. Luft, J. Hots, J.L.Verhey, H. Rottengruber, and U. Gabbert. 2016. Thermo-acoustic performance of full engine encapsulations—A numerical, experimental and psychoacoustic study. Applied Acoustics 102:79–87.
- Hariharan, N.M., P. Sivashanmugam, and S. Kasthurirengan. 2013. Optimization of thermoacoustic refrigerator using response surface methodology. Journal of Hydrodynamic 25(1):72–82.
- Hariharan, N.M., P. Sivashanmugam, and S. Kasthurirengan. 2012. Optimization of thermoacoustic prime-mover using response surface methodology. HVAC&R Research 18(5):890–903.
- Minner, B.L., J.E. Braun, and L.G. Mongeau. 1997. Theoretical evaluation of the optimal performance of a Thermo-acoustic refrigerator. ASHRAE Transactions 103:873–87.
- Rai, D.P. 2017. Comments on “A note on multi-objective improved teaching-learning based optimization algorithm (MO-ITLBO).” International Journal of Industrial Engineering Computation 8:179–90.
- Rao, R.V. 2016a. Review of applications of TLBO algorithm and a tutorial for beginners to solve the unconstrained and constrained optimization problems. Decision Science Letter 5:1–30.
- Rao, R.V. 2016b. Teaching Learning Based Optimization Algorithm and Its Engineering Applications. London: Springer-Verlag.
- Rao, R.V., and K.C. More. 2014. Advanced optimal tolerance design of machine elements using teaching-learning-based optimization algorithm. Production and Manufacturing Research 2(1):71–94.
- Rao, R.V., and K.C. More. 2015. Optimal design of the heat pipe using TLBO (teaching-learning-based optimization) algorithm. Energy 80:535–44.
- Rao, R.V., V.J. Savsani, and D.P. Vakharia. 2012. Teaching–learning-based optimization: An optimization method for continuous non-linear large scale problem. Information Sciences 3(4):1–15.
- Swift, G.W. 1988. Thermo-acoustic engines. Journal of Acoustic Society of America 4:1146–80.
- Tartibu, L.K., B. Sun, and M.A.E. Kaunda. 2014. Lexicographic multi-objective optimization of thermoacoustic refrigerator's stack. Heat and Mass Transfer 51:649–60.
- Tartibu, L.K., B. Sun, and M.A.E. Kaunda. 2015. Multi-objective optimization of the stack of a thermo-acoustic engine using GAMS. Applied Soft Computing 28:30–43.
- Tijani, M.E.H., J.C.H. Zeegers, and A.T.A.M. De-Waele. 2002. The optimal stack spacing for thermo-acoustic refrigeration. Journal of Acoustic Society of America 112(1):128–33.
- Trapp, A.C., F. Zink, O.A. Prokopyev, and L. Schaefer. 2011. Thermo-acoustic heat engine modelling and design optimization. Applied Thermal Engineering 31:2518–28.
- Ueda, Y., T. Biwa, U. Mizutani, and T. Yazaki. 2003. Experimental studies of a thermo-acoustic Stirling prime mover and its application to a cooler. Journal of Acoustic Society of America 72(3):1134–41.
- Wetzel, M., and C. Herman. 1997. Design optimization of thermo-acoustic refrigerators. International Journal of Refrigeration 20(1):3–21.
- Zink, F., H. Waterer, R. Archer, and L. Schaefer. 2009. Geometric optimization of a thermo-acoustic regenerator. International Journal of Thermal Sciences 48(12):2309–22.
- Zoontjens, L., C.Q. Howard, and A.C. Zander. 2006. Modeling and optimization of acoustic inertance segments for thermo-acoustic devices. First Australasian Acoustical Societies Conference: Acoustics 2006: Noise of Progress, Clearwater Resort. Christchurch, New Zealand, pp. 435–41.