Acoustic characteristic optimal design for railway steel–concrete composite bridge based on the RBFNN-NSGA-II algorithm

Yao Yuan , Xiaozhen Li , Yifan Cheng , Haonan He , Zhichao Yang , Xihao Jiang , Di Wu

Railway Engineering Science ›› : 1 -16.

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Railway Engineering Science ›› : 1 -16. DOI: 10.1007/s40534-025-00385-5
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Acoustic characteristic optimal design for railway steel–concrete composite bridge based on the RBFNN-NSGA-II algorithm

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Abstract

In recent years, the issue of structure-borne noise generated by steel–concrete composite (SCC) bridges has become increasingly severe. To control this noise by adjusting the cross section parameters of SCC bridges, this study first established a numerical model based on the hybrid finite element–statistical energy analysis (FE-SEA) method. The overall sound pressure levels calculated by numerical model are compared with field measurements, showing discrepancies of 0.4 dB and 1.1 dB, respectively. The comparison confirms the accuracy of the numerical model. Then, a high-accuracy radial basis function neural network (RBFNN) was trained using samples generated from the numerical model with uniform design. To achieve greater noise reduction with lower costs, the non-dominated sorting genetic algorithm (NSGA-II) was used for multi-objective constrained optimization, resulting in the Pareto frontier for sound power levels (SWLs) and material cost. Finally, the solution set was evaluated using the technique for order preference by similarity to an ideal solution method, and the optimal combination of cross sectional parameters was obtained. This combination resulted in a 5 dB reduction in the SWL of the structure and a 23.9% reduction in material cost.

Keywords

Structure-borne noise / Steel–concrete composite bridge / SEA method / RBFNN / NSGA-II

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Yao Yuan, Xiaozhen Li, Yifan Cheng, Haonan He, Zhichao Yang, Xihao Jiang, Di Wu. Acoustic characteristic optimal design for railway steel–concrete composite bridge based on the RBFNN-NSGA-II algorithm. Railway Engineering Science 1-16 DOI:10.1007/s40534-025-00385-5

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References

[1]

ZhangX, LiX, WenZ, et al. . Numerical and experimental investigation into the mid- and high-frequency vibration behavior of a concrete box girder bridge induced by high-speed trains. J Vib Control, 2018, 24235597-5609.

[2]

ZhangX, RuanL, ZhaoY, et al. . A frequency domain model for analysing vibrations in large-scale integrated building–bridge structures induced by running trains. Proc Inst Mech Eng Part F: J Rail Rapid Transit, 2020, 2342226-241.

[3]

ZhangX, CaoZ, RuanL, et al. . Reduction of vibration and noise in rail transit steel bridges using elastomer mats: numerical analysis and experimental validation. Proc Inst Mech Eng Part F: J Rail Rapid Transit, 2021, 2352248-261.

[4]

LiX, LiuQ, PeiS, et al. . Structure-borne noise of railway composite bridge: numerical simulation and experimental validation. J Sound Vib, 2015, 353: 378-394.

[5]

LiuQ, ThompsonDJ, XuP, et al. . Investigation of train-induced vibration and noise from a steel-concrete composite railway bridge using a hybrid finite element-statistical energy analysis method. J Sound Vib, 2020, 471. 115197

[6]

LiuX, ZhangN, SunQ, et al. . Experimental and numerical study on vibration and structure-borne noise of composite box-girder railway bridges. Int J Rail Transp, 2024, 121134-152.

[7]

XiaH, ChenJ, XiaC, et al. . An experimental study of train-induced structural and environmental vibrations of a rail transit elevated bridge with ladder tracks. Proc Inst Mech Eng Part F: J Rail Rapid Transit, 2010, 2243115-124.

[8]

WeiK, ZhaoZ, DuX, et al. . A theoretical study on the train-induced vibrations of a semi-active magneto-rheological steel-spring floating slab track. Constr Build Mater, 2019, 204: 703-715.

[9]

LiangL, LiX, YinJ, et al. . Vibration characteristics of damping pad floating slab on the long-span steel truss cable-stayed bridge in urban rail transit. Eng Struct, 2019, 191: 92-103.

[10]

LiangL, LiX, ZhengJ, et al. . Structure-borne noise from long-span steel truss cable-stayed bridge under damping pad floating slab: Experimental and numerical analysis. Appl Acoust, 2020, 157. 106988

[11]

LuoJ, ZhuS, ZhaiW. Development of a track dynamics model using Mindlin plate theory and its application to coupled vehicle-floating slab track systems. Mech Syst Signal Process, 2020, 140. 106641

[12]

JiangX, LiX, YuanY, et al. . Dynamic receptance analysis combined with hybrid FE-SEA method to predict structural noise from long-span cable-stayed bridge in urban rail transit. Int J Struct Stab Dyn, 2024, 24: 2450249.

[13]

JonesCJC, ThompsonDJ. Rolling noise generated by railway wheels with visco-elastic layers. J Sound Vib, 2000, 2313779-790.

[14]

RaoMD. Recent applications of viscoelastic damping for noise control in automobiles and commercial airplanes. J Sound Vib, 2003, 2623457-474.

[15]

LiuQ, LiX, XuP, et al. . Acoustic radiation and dynamic study of a steel beam damped with viscoelastic material. KSCE J Civ Eng, 2020, 2472132-2146.

[16]

LiX, JiangX, LiH, et al. . A hybrid IMSE-FE-BE method coupled with RSM for vibro-acoustic analysis and optimization of an I-shaped steel beam damped with constrained layer damping. Appl Acoust, 2022, 201. 109098

[17]

LiuQ, LiX, ZhangX, et al. . Applying constrained layer damping to reduce vibration and noise from a steel-concrete composite bridge: an experimental and numerical investigation. J Sandwich Struct Mater, 2020, 2261743-1769.

[18]

LoweD, BroomheadD. Multivariable functional interpolation and adaptive networks. Complex Syst, 1988, 23321-355

[19]

SudheerKP, JainSK. Radial basis function neural network for modeling rating curves. J Hydrol Eng, 2003, 83161-164.

[20]

HasaniM, EmamiF. Evaluation of feed-forward back propagation and radial basis function neural networks in simultaneous kinetic spectrophotometric determination of nitroaniline isomers. Talanta, 2008, 751116-126.

[21]

JainT, SinghSN, SrivastavaSC. Fast static available transfer capability determination using radial basis function neural network. Appl Soft Comput, 2011, 1122756-2764.

[22]

MateoF, GadeaR, MateoEM, et al. . Multilayer perceptron neural networks and radial-basis function networks as tools to forecast accumulation of deoxynivalenol in barley seeds contaminated with Fusarium culmorum. Food Control, 2011, 22188-95.

[23]

YangY, SunT, HuoC, et al. . A novel self-constructing radial basis function neural-fuzzy system. Appl Soft Comput, 2013, 1352390-2404.

[24]

ChengM, CaoM, WuY. Predicting equilibrium scour depth at bridge piers using evolutionary radial basis function neural network. J Comput Civ Eng, 2015, 29504014070.

[25]

WangQ, FangH. Reliability analysis of tunnels using an adaptive RBF and a first-order reliability method. Comput Geotech, 2018, 98: 144-152.

[26]

LiuQ, SunP, FuX, et al. . Comparative analysis of BP neural network and RBF neural network in seismic performance evaluation of pier columns. Mech Syst Signal Process, 2020, 141. 106707

[27]

LiuX, LiuX, ZhouZ, et al. . An efficient multi-objective optimization method based on the adaptive approximation model of the radial basis function. Struct Multidiscip Optim, 2021, 6331385-1403.

[28]

MaH, ZhangY, SunS, et al. . A comprehensive survey on NSGA-II for multi-objective optimization and applications. Artif Intell Rev, 2023, 561215217-15270.

[29]

ArikogluA. Multi-objective optimal design of hybrid viscoelastic/composite sandwich beams by using the generalized differential quadrature method and the non-dominated sorting genetic algorithm II. Struct Multidiscip Optim, 2017, 564885-901.

[30]

XiangZ, ZhuZ. Multi-objective optimization of a composite orthotropic bridge with RSM and NSGA-II algorithm. J Constr Steel Res, 2022, 188. 106938

[31]

TianZ, ZhangZ, NingC, et al. . Multi-objective optimization of cable force of arch bridge constructed by cable-stayed cantilever cast-in-situ method based on improved NSGA-II. Structures, 2024, 59. 105782

[32]

XuL, ZhaiW. A three-dimensional model for train-track-bridge dynamic interactions with hypothesis of wheel-rail rigid contact. Mech Syst Signal Process, 2019, 132: 471-489.

[33]

ZhangX, LuoH, KongD, et al. . Vibro-acoustic performance of steel–concrete composite and prestressed concrete box girders subjected to train excitations. Railway Eng Sci, 2021, 294336-349.

[34]

WeiHElevated track structure vibration and transmitting characteristics of urban mass transit, 2012ChinaTongji University(in Chinese)

[35]

International Organization for Standardization (2005) Railway Applications- Acoustics-Measurement of Noise Emitted by Rail Bound Vehicles (ISO 3095:2005)

[36]

ShorterPJ, LangleyRS. Vibro-acoustic analysis of complex systems. J Sound Vib, 2005, 2883669-699.

[37]

ShorterPJ, LangleyRS. On the reciprocity relationship between direct field radiation and diffuse reverberant loading. J Acoust Soc Am, 2005, 117185-95.

[38]

LangleyRS, CotoniV. Response variance prediction for uncertain vibro-acoustic systems using a hybrid deterministic-statistical method. J Acoust Soc Am, 2007, 12263445-3463.

[39]

LiangX, LinZ, ZhuP. Acoustic analysis of damping structure with response surface method. Appl Acoust, 2007, 6891036-1053.

[40]

FangKT, LiuMQ, QinH, et al. Theory and application of uniform experimental designs, 2018SingaporeSpringer.

[41]

AsanjaraniA, DibajianSH, MahdianA. Multi-objective crashworthiness optimization of tapered thin-walled square tubes with indentations. Thin-Walled Struct, 2017, 116: 26-36.

[42]

WangLB, JiangPW, MaYP. Practical calculation formulas for fundamental frequency of continuous beams. J Chang’an Univ (Nat Sci Edition), 2017, 37150-57(in Chinese)

[43]

ChakrabortyS. TOPSIS and modified TOPSIS: a comparative analysis. Decision Anal J, 2022, 2. 100021

[44]

BehzadianM, Khanmohammadi OtaghsaraS, YazdaniM, et al. . A state-of the-art survey of TOPSIS applications. Expert Syst Appl, 2012, 391713051-13069.

Funding

National Natural Science Foundation of China(52278463)

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