@ARTICLE{Chiu_Min-Chie_Numerical_2018, author={Chiu, Min-Chie and Chang, Ying-Chun and Wu, Meng-Ru}, volume={vol. 43}, number={No 3}, journal={Archives of Acoustics}, pages={517–529}, howpublished={online}, year={2018}, publisher={Polish Academy of Sciences, Institute of Fundamental Technological Research, Committee on Acoustics}, abstract={In order to enhance the acoustical performance of a traditional straight-path automobile muffler, a multi-chamber muffler having reverse paths is presented. Here, the muffler is composed of two internally parallel/extended tubes and one internally extended outlet. In addition, to prevent noise transmission from the muffler’s casing, the muffler’s shell is also lined with sound absorbing material. Because the geometry of an automotive muffler is complicated, using an analytic method to predict a muffler’s acoustical performance is difficult; therefore, COMSOL, a finite element analysis software, is adopted to estimate the automotive muffler’s sound transmission loss. However, optimizing the shape of a complicated muffler using an optimizer linked to the Finite Element Method (FEM) is time-consuming. Therefore, in order to facilitate the muffler’s optimization, a simplified mathematical model used as an objective function (or fitness function) during the optimization process is presented. Here, the objective function can be established by using Artificial Neural Networks (ANNs) in conjunction with the muffler’s design parameters and related TLs (simulated by FEM). With this, the muffler’s optimization can proceed by linking the objective function to an optimizer, a Genetic Algorithm (GA). Consequently, the discharged muffler which is optimally shaped will improve the automotive exhaust noise.}, type={Artykuły / Articles}, title={Numerical Assessment of Automotive Mufflers Using FEM, Neural Networks, and a Genetic Algorithm}, URL={http://www.czasopisma.pan.pl/Content/108123/PDF/123923.pdf}, doi={10.24425/123923}, keywords={acoustics, finite element method, genetic algorithm, muffler optimization, polynomial neural network model}, }