2011
DOI: 10.1016/j.apacoust.2011.04.010
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Optimization of multiple-layer microperforated panels by simulated annealing

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Cited by 93 publications
(57 citation statements)
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“…In metallurgy, for instance, annealing alters the microstructure of a material producing changes in properties such as strength, hardness and ductility. When the metals are slowly cooled from a high temperature state, atoms rearrange themselves to reach minimum energy following the Boltzmann law [16]. Let ∆E be the energy change from one state to another at a temperature T. The Boltzmann law establishes that the probability that the system change from one state to another is…”
Section: Optimization By Samentioning
confidence: 99%
See 1 more Smart Citation
“…In metallurgy, for instance, annealing alters the microstructure of a material producing changes in properties such as strength, hardness and ductility. When the metals are slowly cooled from a high temperature state, atoms rearrange themselves to reach minimum energy following the Boltzmann law [16]. Let ∆E be the energy change from one state to another at a temperature T. The Boltzmann law establishes that the probability that the system change from one state to another is…”
Section: Optimization By Samentioning
confidence: 99%
“…Some authors have used a microstructural model combined with genetic [12][13], non-lineal best fitting algorithms [13], or sequential linear programming [14], to estimate the five non-acoustical parameters of porous fibrous materials. Others, have used impedance models for graded cellular metals [15] or multilayered microperforated panels [16] combined with simulating annealing algorithms to maximise the mean absorption within a prescribed frequency band.…”
Section: Introductionmentioning
confidence: 99%
“…Genetic algorithm (GA), simulated annealing (SA), and Topology methods have been widely used as optimizing tools for sound absorption and transmission loss (Bolton, Shiau, & Kang, 1996;Chang, Yeh, Chiu, & Lai, 2005;Dühring, Jensen, & Sigmund, 2008;Krynkin & Tyutekin, 2002;Lee, Kim, Kim, Kim, & Kang, 2007;Meng, Wen, Zhao, & Wen, 2012;Ruiz, Cobo, & Jacobsen, 2011;Thamburaj & Sun, 2002;Tyutekin, 1998;Yoon, 2013;. The goal of maximizing the absorption property of single-layer sound absorbers using GA and SA methods was previously addressed by and .…”
Section: Introductionmentioning
confidence: 98%
“…Ng and Hui (2008) proposed a new honeycomb core design by increasing the stiffness and damping to improve TL in the low-frequency range. Finite element method and shape optimization method were combined to optimize the solid-void layout of a sandwich panel for higher TL (Onen and Caliskan 2010;Chang et al 2005;Ruiz et al 2011). Hudson et al (2010 applied an ant-colony optimization algorithm to the multiple-objective optimization of a railway vehicle's floor sandwich panel.…”
Section: Introductionmentioning
confidence: 99%