Review of empowering computer-aided engineering with artificial intelligence

Xu-Wen Zhao , Xiao-Meng Tong , Fang-Wei Ning , Mao-Lin Cai , Fei Han , Hong-Guang Li

Advances in Manufacturing ›› 2026, Vol. 14 ›› Issue (1) : 103 -143.

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Advances in Manufacturing ›› 2026, Vol. 14 ›› Issue (1) :103 -143. DOI: 10.1007/s40436-025-00545-0
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Review of empowering computer-aided engineering with artificial intelligence

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Abstract

Computer-aided engineering (CAE) is widely used in the industry as an approximate numerical analysis method for solving complex engineering and product structural mechanical performance problems. However, with the increasing complexity of structural and performance requirements, the traditional research paradigm based on experimental observations, theoretical modeling, and numerical simulations faces new scientific problems and technical challenges in analysis, design, and manufacturing. Notably, the development of CAE applications in future engineering is constrained to some extent by insufficient experimental observations, lack of theoretical modeling, limited numerical analysis, and difficulties in result validation. By replacing traditional mathematical mechanics models with data-driven models, artificial intelligence (AI) methods directly use high-dimensional, high-throughput data to establish complex relationships between variables and capture laws that are difficult to discover using traditional mechanics research methods, offering significant advantages in the analysis, prediction, and optimization of complex systems. Empowering CAE with AI to find new solutions to the difficulties encountered by traditional research methods has become a developing trend in numerical simulation research. This study reviews the methods and applications of combining AI with CAE and discusses current research deficiencies as well as future research trends.

Keywords

Artificial intelligence (AI) / Computer-aided engineering (CAE) / Deep learning (DL) / Computational mechanics

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Xu-Wen Zhao, Xiao-Meng Tong, Fang-Wei Ning, Mao-Lin Cai, Fei Han, Hong-Guang Li. Review of empowering computer-aided engineering with artificial intelligence. Advances in Manufacturing, 2026, 14(1): 103-143 DOI:10.1007/s40436-025-00545-0

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References

[1]

Dopker B. Developments in interdisciplinary simulation and design software for mechanical systems. Eng Comput, 1988, 4: 229-238

[2]

Walker RA, Shah SC, Gupta NK. Computer-aided engineering (CAE) for system analysis. Proc IEEE, 1984, 72: 1732-1745

[3]

Chen Y, Zhang J, Li Zet al.. Intelligent methods for optimization design of lightweight fiber-reinforced composite structures: a review and the-state-of-the-art. Front Mater, 2023, 10: 1125328

[4]

Black N, Najafi AR. Learning finite element convergence with the multi-fidelity graph neural network. Comput Methods Appl Mech Eng, 2022, 397 115120

[5]

Li YF, Minh HL, Khatir Set al.. Structure damage identification in dams using sparse polynomial chaos expansion combined with hybrid K-means clustering optimizer and genetic algorithm. Eng Struct, 2023, 283 115891

[6]

Oishi A, Yagawa G. Finite elements using neural networks and a Posteriori error. Arch Comput Methods Eng, 2021, 28: 3433-3456

[7]

Erick RC, Hernan LP, LuisF ZPet al.. Process chain for the fabrication of a custom 3D barrier for guided bone regeneration. Procedia CIRP, 2017, 65: 151-156

[8]

Gronostajski Z. The constitutive equations for FEM analysis. J Mater Process Technol, 2000, 106: 40-44

[9]

Pu B, Song P, Li WBet al.. Plastic deformation behavior and constitutive modeling of Cu-50Ta alloy during hot compression. Mater Res Express, 2022, 9 016517

[10]

Liu X, Gasco F, Goodsell Jet al.. Initial failure strength prediction of woven composites using a new yarn failure criterion constructed by deep learning. Compos Struct, 2019, 230 111505

[11]

Furukawa T, Yagawa G. Implicit constitutive modelling for viscoplasticity using neural networks. Int J Numer Methods Eng, 1998, 43: 195-219

[12]

Shin H, Kim JB. A phenomenological constitutive equation to describe various flow stress behaviors of materials in wide strain rate and temperature regimes. J Eng Mater Technol, 2010, 132 021009

[13]

Alexis R, Rodríguez-Martínez JA. Thermo-viscoplastic constitutive relation for aluminium alloys, modeling of negative strain rate sensitivity and viscous drag effects. Mater Des, 2009, 30: 4377-4390

[14]

Csáji BC. Approximation with artificial neural networks. Fac Sci Etvs Lornd Univ Hung, 2001, 24: 7

[15]

Liu X, Tian S, Tao Fet al.. A review of artificial neural networks in the constitutive modeling of composite materials. Compos Part B Eng, 2021, 224 109152

[16]

Feng XT, Yang C. Genetic evolution of nonlinear material constitutive models. Comput Methods Appl Mech Eng, 2001, 190: 5957-5973

[17]

Tao F, Liu X, Du Het al.. Finite element coupled positive definite deep neural networks mechanics system for constitutive modeling of composites. Comput Methods Appl Mech Eng, 2022, 391 114548

[18]

Tao F, Liu X, Du Het al.. Learning composite constitutive laws via coupling Abaqus and deep neural network. Compos Struct, 2021, 272 114137

[19]

Stoffel M, Bamer F, Markert B. Artificial neural networks and intelligent finite elements in non-linear structural mechanics. Thin-Walled Struct, 2018, 131: 102-106

[20]

Stoffel M, Bamer F, Markert B. Neural network based constitutive modeling of nonlinear viscoplastic structural response. Mech Res Commun, 2019, 95: 85-88

[21]

Bahtiri B, Arash B, Scheffler Set al.. A machine learning-based viscoelastic–viscoplastic model for epoxy nanocomposites with moisture content. Comput Methods Appl Mech Eng, 2023, 415 116293

[22]

Khorrami MS, Mianroodi JR, Siboni NHet al.. An artificial neural network for surrogate modeling of stress fields in viscoplastic polycrystalline materials. Npj Comput Mater, 2023, 9: 37

[23]

Liu X, Yan Z, Zhong Z. Predicting elastic modulus of porous La0.6Sr0.4Co0.2Fe0.8O3-δ cathodes from microstructures via FEM and deep learning. Int J Hydrog Energy, 2021, 46: 22079-22091

[24]

Yao H, Gao Y, Liu Y. FEA-Net: a physics-guided data-driven model for efficient mechanical response prediction. Comput Methods Appl Mech Eng, 2020, 363 112892

[25]

Frankel A, Hamel CM, Bolintineanu Det al.. Machine learning constitutive models of elastomeric foams. Comput Methods Appl Mech Eng, 2022, 391 114492

[26]

Qu T, Di S, Feng YTet al.. Towards data-driven constitutive modelling for granular materials via micromechanics-informed deep learning. Int J Plast, 2021, 144 103046

[27]

Sencu RM, Yang Z, Wang YCet al.. Generation of micro-scale finite element models from synchrotron X-ray CT images for multidirectional carbon fibre reinforced composites. Compos Part Appl Sci Manuf, 2016, 91: 85-95

[28]

Huang W, Causse P, Brailovski Vet al.. Reconstruction of mesostructural material twin models of engineering textiles based on micro-CT aided geometric modeling. Compos Part Appl Sci Manuf, 2019, 124 105481

[29]

Yang H, Wang W, Li Cet al.. Deep learning-based X-ray computed tomography image reconstruction and prediction of compression behavior of 3D printed lattice structures. Addit Manuf, 2022, 54 102774

[30]

Sinchuk Y, Shishkina O, Gueguen Met al.. X-ray CT based multi-layer unit cell modeling of carbon fiber-reinforced textile composites: segmentation, meshing and elastic property homogenization. Compos Struct, 2022, 298 116003

[31]

Polyzos E, Nikolaou C, Polyzos Det al.. Direct modeling of the elastic properties of single 3D printed composite filaments using X-ray computed tomography images segmented by neural networks. Addit Manuf, 2023, 76 103786

[32]

Zheng J, Qian K, Zhang D. Reverse reconstruction of geometry modeling and numerical verification of 2.5D woven composites based on deep learning. Compos Struct, 2024, 329: 117801

[33]

Ghane E, Fagerström M, Mirkhalaf SM. A multiscale deep learning model for elastic properties of woven composites. Int J Solids Struct, 2023, 282 112452

[34]

Baker TJ. Mesh generation: art or science?. Prog Aerosp Sci, 2005, 41: 29-63

[35]

Chawner JR, Taylor NJ (2019) Progress in geometry modeling and mesh generation toward the CFD vision 2030. In: AIAA aviation 2019 forum. American Institute of Aeronautics and Astronautics, Dallas

[36]

Mahmood R, Jimack PK. Locally optimal unstructured finite element meshes in 3 dimensions. Comput Struct, 2004, 82: 2105-2116

[37]

Wang N, Lu P, Chang Xet al.. Preliminary investigation on unstructured mesh generation technique based on advancing front method and machine learning methods. Chin J Theor Appl Mech, 2021, 53: 740-751

[38]

Mavriplis DJ. Unstructured grid techniques. Annu Rev Fluid Mech, 1997, 29: 473-514

[39]

Thompson JF. The national grid project. Comput Syst Eng, 1992, 3: 393-399

[40]

Lei N, Li Z, Xu Zet al.. What’s the situation with intelligent mesh generation: a survey and perspectives. IEEE Trans Vis Comput Graph, 2024, 30: 4997-5017

[41]

Ahn CH, Lee SS, Lee HJet al.. A self-organizing neural network approach for automatic mesh generation. IEEE Trans Magn, 1991, 27: 4201-4204

[42]

Alfonzetti S, Coco S, Cavalieri Set al.. Automatic mesh generation by the let-it-grow neural network. IEEE Trans Magn, 1996, 32: 1349-1352

[43]

Lu H, Wu Y, Chen S. A new method based on SOM network to generate coarse meshes for overlapping unstructured multigrid algorithm. Appl Math Comput, 2003, 140: 353-360

[44]

Yao S, Yan B, Chen Bet al.. An ANN-based element extraction method for automatic mesh generation. Expert Syst Appl, 2005, 29: 193-206

[45]

Alfonzetti S, Dilettoso E, Salerno N. An optimized generator of finite element meshes based on a neural network. IEEE Trans Magn, 2008, 44: 1278-1281

[46]

Chen X, Li T, Wan Qet al.. MGNet: a novel differential mesh generation method based on unsupervised neural networks. Eng Comput, 2022, 38: 4409-4421

[47]

Lu P, Wang N, Lin Yet al.. A new unstructured hybrid mesh generation method based on BP-ANN. J Phys Conf Ser, 2022, 2280 012045

[48]

Xu Q, Nie Z, Xu Het al.. SuperMeshing: a new deep learning architecture for increasing the mesh density of physical fields in metal forming numerical simulation. J Appl Mech, 2022, 89 011002

[49]

Rios T, Sendhoff B, Menzel S et al (2019) On the efficiency of a point cloud autoencoder as a geometric representation for shape optimization. In: 2019 IEEE symposium series on computational intelligence (SSCI), IEEE, Xiamen

[50]

Zhang Z, Jimack PK, Wang H. MeshingNet3D: efficient generation of adapted tetrahedral meshes for computational mechanics. Adv Eng Softw, 2021, 157158 103021

[51]

Xu Z, Chen X, Chi L et al (2020) A mesh quality discrimination method based on convolutional neural network. In: 2020 IEEE international conference on artificial intelligence and computer applications (ICAICA), IEEE, Dalian

[52]

Sengupta TK. High accuracy computing methods: fluid flows and wave phenomena, 2013, Cambridge, Cambridge University Press

[53]

Carbonell JM, Monforte L, Ciantia MOet al.. Geotechnical particle finite element method for modeling of soil-structure interaction under large deformation conditions. J Rock Mech Geotech Eng, 2022, 14: 967-983

[54]

Zienkiewicz OC, Taylor RL (2005) The finite element method for solid and structural mechanics, 6th ed. Elsevier Butterworth-Heinemann, Amsterdam p 179–214

[55]

Yao M, Anandarajah A. Three-dimensional discrete element method of analysis of clays. J Eng Mech, 2003, 129: 585-596

[56]

Belytschko T, Lu YY, Gu L. Element-free Galerkin methods. Int J Numer Methods Eng, 1994, 37: 229-256

[57]

Boyd JP. Chebyshev and fourier spectral methods, 2001, Berlin, Heidelberg, Springer

[58]

Roy AM, Bose R, Sundararaghavan Vet al.. Deep learning-accelerated computational framework based on physics informed neural network for the solution of linear elasticity. Neural Netw, 2023, 162: 472-489

[59]

Karniadakis GE, Kevrekidis IG, Lu Let al.. Physics-informed machine learning. Nat Rev Phys, 2021, 3: 422-440

[60]

Takeuchi J, Kosugi Y. Neural network representation of finite element method. Neural Netw, 1994, 7: 389-395

[61]

Yagawa G, Aoki O (1995) A neural network-based finite element method on parallel processors. In: Batra RC (ed) Contemporary research in engineering science, Springer Berlin Heidelberg, Heidelberg

[62]

Ghavamian F, Simone A. Accelerating multiscale finite element simulations of history-dependent materials using a recurrent neural network. Comput Methods Appl Mech Eng, 2019, 357 112594

[63]

Huang Z, Liang S, Zhang Het al.. On fast simulation of dynamical system with neural vector enhanced numerical solver. Sci Rep, 2023, 13: 15254

[64]

Mianroodi JR, HSiboniRaabe ND. Teaching solid mechanics to artificial intelligence—a fast solver for heterogeneous materials. Npj Comput Mater, 2021, 7: 99

[65]

Michoski C, Milosavljević M, Oliver Tet al.. Solving differential equations using deep neural networks. Neurocomputing, 2020, 399: 193-212

[66]

Raissi M. Deep hidden physics models: deep learning of nonlinear partial differential equations. J Mach Learn Res, 2018, 19: 1-24

[67]

Haghighat E, Raissi M, Moure Aet al.. A physics-informed deep learning framework for inversion and surrogate modeling in solid mechanics. Comput Methods Appl Mech Eng, 2021, 379 113741

[68]

Lagaris IE, Likas A, Fotiadis DI. Artificial neural networks for solving ordinary and partial differential equations. IEEE Trans Neural Netw, 1998, 9: 987-1000

[69]

Raissi M, Karniadakis GE. Hidden physics models: machine learning of nonlinear partial differential equations. J Comput Phys, 2018, 357: 125-141

[70]

Jin X, Cai S, Li Het al.. NSFnets (Navier-Stokes flow nets): physics-informed neural networks for the incompressible Navier-Stokes equations. J Comput Phys, 2021, 426 109951

[71]

Sun L, Gao H, Pan Set al.. Surrogate modeling for fluid flows based on physics-constrained deep learning without simulation data. Comput Methods Appl Mech Eng, 2020, 361 112732

[72]

Lou Q, Meng X, Karniadakis GE. Physics-informed neural networks for solving forward and inverse flow problems via the Boltzmann-BGK formulation. J Comput Phys, 2021, 447 110676

[73]

Cai S, Wang Z, Wang Set al.. Physics-informed neural networks for heat transfer problems. J Heat Transf, 2021, 143 060801

[74]

Shukla K, Jagtap AD, Blackshire JLet al.. A physics-informed neural network for quantifying the microstructural properties of polycrystalline nickel using ultrasound data: a promising approach for solving inverse problems. IEEE Signal Process Mag, 2022, 39: 68-77

[75]

Jagtap AD, Mao Z, Adams Net al.. Physics-informed neural networks for inverse problems in supersonic flows. J Comput Phys, 2022, 466 111402

[76]

Waheed UB, Haghighat E, Alkhalifah Tet al.. PINNeik: eikonal solution using physics-informed neural networks. Comput Geosci, 2021, 155 104833

[77]

McClenny LD, Braga-Neto UM. Self-adaptive physics-informed neural networks. J Comput Phys, 2023, 474 111722

[78]

De Ryck T, Jagtap AD, Mishra S. Error estimates for physics informed neural networks approximating the Navier-Stokes equations. IMA J Numer Anal, 2023, 44: 83-119

[79]

Jagtap AD, Kharazmi E, Karniadakis GE. Conservative physics-informed neural networks on discrete domains for conservation laws: applications to forward and inverse problems. Comput Methods Appl Mech Eng, 2020, 365 113028

[80]

Jagtap AD, Karniadakis GEM. Extended physics-informed neural networks (XPINNs): a generalized space-time domain decomposition based deep learning framework for nonlinear partial differential equations. Commun Comput Phys, 2020, 28: 2002-2041

[81]

Lu Y, Li H, Zhang Let al.. Convolution hierarchical deep-learning neural networks (C-HiDeNN): finite elements, isogeometric analysis, tensor decomposition, and beyond. Comput Mech, 2023, 72: 333-362

[82]

Park C, Lu Y, Saha Set al.. Convolution hierarchical deep-learning neural network (C-HiDeNN) with graphics processing unit (GPU) acceleration. Comput Mech, 2023, 72: 383-409

[83]

Liu Y, Park C, Lu Yet al.. HiDeNN-FEM: a seamless machine learning approach to nonlinear finite element analysis. Comput Mech, 2023, 72: 173-194

[84]

Du H, He Q. Neural-integrated meshfree (NIM) method: a differentiable programming-based hybrid solver for computational mechanics. Comput Methods Appl Mech Eng, 2024, 427 117024

[85]

Sun J, Liu Y, Wang Yet al.. BINN: a deep learning approach for computational mechanics problems based on boundary integral equations. Comput Methods Appl Mech Eng, 2023, 410 116012

[86]

Dong Y, Liu T, Li Zet al.. DeepFEM: a novel element-based ceep learning approach for solving nonlinear partial differential equations in computational solid mechanics. J Eng Mech, 2023, 149: 04022102

[87]

Spruegel T, Rothfelder R, Bickel S et al (2018) Methodology for plausibility checking of structural mechanics simulations using deep learning on existing simulation data. In: Proceedings of NordDesign 2018, Linköping, Sweden

[88]

Bickel S, Goetz S, Wartzack S. Detection of plausibility and error reasons in finite element simulations with deep learning networks. Algorithms, 2023, 16: 209

[89]

Kiener A, Langer S, Bekemeyer P. Data-driven correction of coarse grid CFD simulations. Comput Fluids, 2023, 264 105971

[90]

Hanna BN, Dinh NT, Youngblood RWet al.. Machine-learning based error prediction approach for coarse-grid computational fluid dynamics (CG-CFD). Prog Nucl Energy, 2020, 118 103140

[91]

Rutkowski DR, Roldán-Alzate A, Johnson KM. Enhancement of cerebrovascular 4D flow MRI velocity fields using machine learning and computational fluid dynamics simulation data. Sci Rep, 2021, 11: 10240

[92]

Sakong J, Woo SC, Kim TW. Determination of impact fragments from particle analysis via smoothed particle hydrodynamics and k-means clustering. Int J Impact Eng, 2019, 134 103387

[93]

Morimoto M, Fukami K, Zhang Ket al.. Convolutional neural networks for fluid flow analysis: toward effective metamodeling and low dimensionalization. Theor Comput Fluid Dyn, 2021, 35: 633-658

[94]

Wetlesen D, Siegel S, Cohen K et al (2005) Sensor based proper orthogonal decomposition state estimation in the presence of noise. In: 43rd AIAA aerospace sciences meeting and exhibit, American Institute of Aeronautics and Astronautics, Reno

[95]

Bhaduri A, Gupta A, Graham-Brady L. Stress field prediction in fiber-reinforced composite materials using a deep learning approach. Compos Part B Eng, 2022, 238 109879

[96]

Ouyang B, Zhu LT, Luo ZH. Machine learning for full spatiotemporal acceleration of gas-particle flow simulations. Powder Technol, 2022, 408 117701

[97]

Umetani N, Bickel B. Learning three-dimensional flow for interactive aerodynamic design. ACM Trans Graph, 2018, 37: 1-10

[98]

Wei J, Chu X, Sun Xet al.. Machine learning in materials science. Info Mat, 2019, 1: 338-358

[99]

Wu MY, Yuan XY, Chen ZHet al.. Airfoil shape optimization using genetic algorithm coupled deep neural networks. Phys Fluids, 2023, 35 085140

[100]

Zhang Z, Zhang Z, Di CFet al.. Machine learning for accelerating the design process of double-double composite structures. Compos Struct, 2022, 285 115233

[101]

Rezasefat M, Hogan JD. A finite element-convolutional neural network model (FE-CNN) for stress field analysis around arbitrary inclusions. Mach Learn Sci Technol, 2023, 4 045052

[102]

Luo L, Zhang B, Zhang Get al.. Rapid prediction of cured shape types of composite laminates using an FEM-ANN method. Compos Struct, 2020, 238 111980

[103]

Wang Q, Yang L, Rao Y. Establishment of a generalizable model on a small-scale dataset to predict the surface pressure distribution of gas turbine blades. Energy, 2021, 214 118878

[104]

Kobeissi H, Mohammadzadeh S, Lejeune E. Enhancing mechanical metamodels with a generative model-based augmented training dataset. J Biomech Eng, 2022, 144 121002

[105]

Wang Y, Liu T, Zhang Det al.. Dual-convolutional neural network based aerodynamic prediction and multi-objective optimization of a compact turbine rotor. Aerosp Sci Technol, 2021, 116 106869

[106]

Du P, Zhu X, Wang JX. Deep learning-based surrogate model for three-dimensional patient-specific computational fluid dynamics. Phys Fluids, 2022, 34 081906

[107]

Tao J, Sun G, Guo Let al.. Application of a PCA-DBN-based surrogate model to robust aerodynamic design optimization. Chin J Aeronaut, 2020, 33: 1573-1588

[108]

Qin L, Liu S, Long Tet al.. Wind field reconstruction using dimension-reduction of CFD data with experimental validation. Energy, 2018, 151: 272-288

[109]

Zandsalimy M, Ollivier-Gooch C. Residual vector and solution mode analysis using semi-supervised machine learning for mesh modification and CFD stability improvement. J Comput Phys, 2024, 510 113063

[110]

Huang W, Wang R, Zhang Met al.. The research on deep learning-driven dimensionality reduction and strain prediction techniques based on flight parameter data. Appl Sci, 2024, 14: 3938

[111]

Guo X, Li W, Iorio F (2016) Convolutional neural networks for steady flow approximation. In: Proceedings of the 22nd ACM SIGKDD international conference on knowledge discovery and data mining, ACM, San Francisco

[112]

Guastoni L, Güemes A, Ianiro Aet al.. Convolutional-network models to predict wall-bounded turbulence from wall quantities. J Fluid Mech, 2021, 928: A27

[113]

Wang Z, Xiao D, Fang Fet al.. Model identification of reduced order fluid dynamics systems using deep learning. Int J Numer Methods Fluids, 2018, 86: 255-268

[114]

Dinesh A, Rahul Prasad B. Predictive models in machine learning for strength and life cycle assessment of concrete structures. Autom Constr, 2024, 162 105412

[115]

Montáns FJ, Cueto E, Bathe KJ (2023) Machine learning in computer aided engineering. In: Rabczuk T, Bathe KJ (eds) Machine learning in modeling and simulation: methods and applications, Springer International Publishing, Cham

[116]

Matania O, Dattner I, Bortman Jet al.. A systematic literature review of deep learning for vibration-based fault diagnosis of critical rotating machinery: limitations and challenges. J Sound Vib, 2024, 590 118562

[117]

Calzolari G, Liu W. Deep learning to replace, improve, or aid CFD analysis in built environment applications: a review. Build Environ, 2021, 206 108315

[118]

Hu L, Zhang J, Xiang Yet al.. Neural networks-based aerodynamic data modeling: a comprehensive review. IEEE Access, 2020, 8: 90805-90823

[119]

Gao Y, Liu X, Xiang J. Fault detection in gears using fault samples enlarged by a combination of numerical simulation and a generative adversarial network. IEEE ASME Trans Mechatron, 2022, 27: 3798-3805

[120]

Li B, Lima D. Facial expression recognition via ResNet-50. Int J Cogn Comput Eng, 2021, 2: 57-64

[121]

Balkrishna TS, Markert B, Stoffel M. Intelligent stiffness computation for plate and beam structures by neural network enhanced finite element analysis. Int J Numer Methods Eng, 2022, 123: 4001-4031

[122]

Kien DN, Zhuang X. Radial basis function based finite element method: Formulation and applications. Eng Anal Bound Elem, 2023, 152: 455-472

[123]

Yadao A. Damage detection in cracked structure rotating under the fluid medium through radial basis function neural network technique. Meccanica, 2023, 58: 2377-2400

[124]

Im S, Lee J, Cho M. Surrogate modeling of elasto-plastic problems via long short-term memory neural networks and proper orthogonal decomposition. Comput Methods Appl Mech Eng, 2021, 385 114030

[125]

Guan S, Zhang X, Ranftl Set al.. A neural network-based material cell for elastoplasticity and its performance in FE analyses of boundary value problems. Int J Plast, 2023, 171 103811

[126]

Schlenz S, Mößner S, Ek CHet al.. Representing engineering design changes in finite element models using directed point cloud autoencoders. Adv Eng Inform, 2024, 59 102259

[127]

Carlberg KT, Jameson A, Kochenderfer MJet al.. Recovering missing CFD data for high-order discretizations using deep neural networks and dynamics learning. J Comput Phys, 2019, 395: 105-124

[128]

Parekh V, Flore D, Schops S. Variational autoencoder-based metamodeling for multi-objective topology optimization of electrical machines. IEEE Trans Magn, 2022, 58: 1-4

[129]

Kim Y, Park HK, Jung Jet al.. Exploration of optimal microstructure and mechanical properties in continuous microstructure space using a variational autoencoder. Mater Des, 2021, 202 109544

[130]

Shen X, Hu Q, Zhu Det al.. Dynamic mechanical response prediction model of honeycomb structure based on machine learning method and finite element method. Int J Impact Eng, 2024, 184 104825

[131]

Obayashi W, Aono H, Tatsukawa Tet al.. Feature extraction of fields of fluid dynamics data using sparse convolutional autoencoder. AIP Adv, 2021, 11 105211

[132]

Pathirage CSN, Li J, Li Let al.. Development and application of a deep learning-based sparse autoencoder framework for structural damage identification. Struct Health Monit, 2019, 18: 103-122

[133]

Dai Y, Roy K, Fang Zet al.. Web crippling resistance of cold-formed steel built-up box sections through experimental testing, numerical simulation and deep learning. Thin-Walled Struct, 2023, 192 111190

[134]

Li M, Jia D, Wu Zet al.. Structural damage identification using strain mode differences by the iFEM based on the convolutional neural network (CNN). Mech Syst Signal Process, 2022, 165 108289

[135]

Kita S, Kajikawa Y. Fundamental study on sound source localization inside a structure using a deep neural network and computer-aided engineering. J Sound Vib, 2021, 513 116400

[136]

Liu X, Jayme A, Al-Qadi IL. ContactGAN development- prediction of tire-pavement contact stresses using a generative and transfer learning model. Int J Pavement Eng, 2023, 24: 2138876

[137]

Kwon I, Jo G, Shin KS. A deep neural network based on ResNet for predicting solutions of Poisson-Boltzmann equation. Electronics, 2021, 10: 2627

[138]

Liu Q, Zhu W, Ma Fet al.. Graph attention network-based fluid simulation model. AIP Adv, 2022, 12 095114

[139]

Feng H, Prabhakar P. Difference-based deep learning framework for stress predictions in heterogeneous media. Compos Struct, 2021, 269 113957

[140]

Nie Z, Jiang H, Kara LB. Stress field prediction in cantilevered structures using convolutional neural networks. J Comput Inf Sci Eng, 2020, 20 011002

[141]

Wang Y, Oyen D, Guo Wet al.. StressNet-deep learning to predict stress with fracture propagation in brittle materials. Npj Mater Degrad, 2021, 5: 6

[142]

Jiang H, Nie Z, Yeo Ret al.. StressGAN: a generative deep learning model for 2D stress distribution prediction. J Appl Mech, 2021, 88 051005

[143]

Yang Z, Yu CH, Buehler MJ (2021) Deep learning model to predict complex stress and strain fields in hierarchical composites. Sci Adv 7:eabd7416. https://doi.org/10.1126/sciadv.abd7416

[144]

Fang Z, Roy K, Chen Bet al.. Deep learning-based procedure for structural design of cold-formed steel channel sections with edge-stiffened and un-stiffened holes under axial compression. Thin-Walled Struct, 2021, 166 108076

[145]

Maurizi M, Gao C, Berto F. Predicting stress, strain and deformation fields in materials and structures with graph neural networks. Sci Rep, 2022, 12: 21834

[146]

Tunsch P, Becker N, Schlecht B. Development of a workflow to build optimal machine learning models for stress concentration factor regression. Forsch Im Ingenieurwesen, 2024, 88: 11

[147]

Song B, Yuan C, Permenter F et al (2023) Surrogate modeling of car drag coefficient with depth and normal renderings. In: International design engineering technical conferences and computers and information in engineering conference, American Society of Mechanical Engineers, Boston

[148]

Vaghefi E, Hosseini S, Prorok Bet al.. Geometrically-informed predictive modeling of melt pool depth in laser powder bed fusion using deep MLP-CNN and metadata integration. J Manuf Process, 2024, 119: 952-963

[149]

Yu T, Wu X, Yu Yet al.. Establishment and validation of a relationship model between nozzle experiments and CFD results based on convolutional neural network. Aerosp Sci Technol, 2023, 142 108694

[150]

Mai HT, Kang J, Lee J. A machine learning-based surrogate model for optimization of truss structures with geometrically nonlinear behavior. Finite Elem Anal Des, 2021, 196 103572

[151]

Jiang T, Guo L, Sun Get al.. PDI-HFP: an intelligent method for heat flux prediction on hypersonic aircraft based on projection depth images. Eng Appl Artif Intell, 2024, 127 107366

[152]

Gao Q, Lin H, Qian Jet al.. A deep learning model for efficient end-to-end stratification of thrombotic risk in left atrial appendage. Eng Appl Artif Intell, 2023, 126 107187

[153]

Zhang X, Xiong Y, Pan Yet al.. Deep-learning-based inverse structural design of a battery-pack system. Reliab Eng Syst Saf, 2023, 238 109464

[154]

Yao L, Wang Y, Qin XF et al (2022) Investigation of electromagnetic forces under stator and rotor reference frames in PMSM. In: 2022 IEEE 5th student conference on electric machines and systems (SCEMS), IEEE, Busan

[155]

Karapiperis K, Kochmann DM. Prediction and control of fracture paths in disordered architected materials using graph neural networks. Commun Eng, 2023, 2: 32

[156]

Gajek S, Schneider M, Böhlke T. An FE-DMN method for the multiscale analysis of short fiber reinforced plastic components. Comput Methods Appl Mech Eng, 2021, 384 113952

[157]

Liu Y, Wang Y, Deng Let al.. A novel in situ compression method for CFD data based on generative adversarial network. J Vis, 2019, 22: 95-108

[158]

Wang L, Xu J, Wang Zet al.. A novel cost-efficient deep learning framework for static fluid-structure interaction analysis of hydrofoil in tidal turbine morphing blade. Renew Energy, 2023, 208: 367-384

[159]

Liao J, Xue X, Lee MGet al.. Constitutive modeling for path-dependent behavior and its influence on twist springback. Int J Plast, 2017, 93: 64-88

[160]

Attar HR, Zhou H, Foster Aet al.. Rapid feasibility assessment of components to be formed through hot stamping: a deep learning approach. J Manuf Process, 2021, 68: 1650-1671

[161]

Maduabuchi C. Thermo-mechanical optimization of thermoelectric generators using deep learning artificial intelligence algorithms fed with verified finite element simulation data. Appl Energy, 2022, 315 118943

[162]

Lee S, Kim H, Lieu QXet al.. CNN-based image recognition for topology optimization. Knowl-Based Syst, 2020, 198 105887

[163]

Le-Duc T, Nguyen-Xuan H, Lee J. A finite-element-informed neural network for parametric simulation in structural mechanics. Finite Elem Anal Des, 2023, 217 103904

[164]

Yan J, Zhang Q, Xu Qet al.. Deep learning driven real time topology optimisation based on initial stress learning. Adv Eng Inform, 2022, 51 101472

[165]

Dai Y, Roy K, Fang Zet al.. A novel machine learning model to predict the moment capacity of cold-formed steel channel beams with edge-stiffened and un-stiffened web holes. J Build Eng, 2022, 53 104592

[166]

Zolfagharian A, Noshadi A, Khosravani MRet al.. Unwanted noise and vibration control using finite element analysis and artificial intelligence. Appl Math Model, 2014, 38: 2435-2453

[167]

Xu G, Yu Z, Xia Let al.. Performance improvement of solid oxide fuel cells by combining three-dimensional CFD modeling, artificial neural network and genetic algorithm. Energy Convers Manag, 2022, 268 116026

[168]

Maleki H, Ashrafi M, Ilghani NZet al.. Pareto optimal design of a finned latent heat thermal energy storage unit using a novel hybrid technique. J Energy Storage, 2021, 44 103310

[169]

Zhao S, Guo J, Dang Xet al.. Energy consumption, flow characteristics and energy-efficient design of cup-shape blade stirred tank reactors: computational fluid dynamics and artificial neural network investigation. Energy, 2022, 240 122474

[170]

Chen S, Liao J, Xiang Het al.. Pre-strain effect on twist springback of a 3D P-channel in deep drawing. J Mater Process Technol, 2021, 287 116224

[171]

Zhou H, Xu Q, Nie Zet al.. A study on using image-based machine learning methods to develop surrogate models of stamp forming simulations. J Manuf Sci Eng, 2022, 144 021012

[172]

Hambli R, Mkaddem A, Potiron A. Damage prediction in L-bending processes using FEM. Int J Adv Manuf Technol, 2003, 22: 12-19

[173]

Spathopoulos SC, Stavroulakis GE. Springback prediction in sheet metal forming, based on finite element analysis and artificial neural network approach. Appl Mech, 2020, 1: 97-110

[174]

Shahani AR, Setayeshi S, Nodamaie SAet al.. Prediction of influence parameters on the hot rolling process using finite element method and neural network. J Mater Process Technol, 2009, 209: 1920-1935

[175]

Le Quilliec G, Raghavan B, Breitkopf P. A manifold learning-based reduced order model for springback shape characterization and optimization in sheet metal forming. Comput Methods Appl Mech Eng, 2015, 285: 621-638

[176]

Liu Y, Zhang Z, Zou Tet al.. Process optimization of chain-die forming for asymmetric channels by an image-based machine learning method. J Manuf Process, 2023, 101: 656-674

[177]

Bai S, Fang G, Zhou J. Construction of three-dimensional extrusion limit diagram for magnesium alloy using artificial neural network and its validation. J Mater Process Technol, 2020, 275 116361

[178]

Deshpande S, Bordas SPA, Lengiewicz J. MAgNET: a graph U-net architecture for mesh-based simulations. Eng Appl Artif Intell, 2024, 133 108055

[179]

Panchigar D, Kar K, Shukla Set al.. Machine learning-based CFD simulations: a review, models, open threats, and future tactics. Neural Comput Appl, 2022, 34: 21677-21700

[180]

Gyrya V, Shashkov M, Skurikhin Aet al.. Machine learning approaches for the solution of the riemann problem in fluid dynamics: a case study. Commun Appl Math Comput, 2024, 6: 1832-1859

[181]

Tompson J, Schlachter K, Sprechmann P et al (2017) Accelerating Eulerian fluid simulation with convolutional networks. In: Proceedings of the 34th international conference on machine learning, JMLR, Sydney NSW Australia

[182]

Bai J, Zhou Y, Ma Yet al.. A general neural particle method for hydrodynamics modeling. Comput Methods Appl Mech Eng, 2022, 393 114740

[183]

Vinuesa R, Brunton SL. Enhancing computational fluid dynamics with machine learning. Nat Comput Sci, 2022, 2: 358-366

[184]

Drikakis D, Sofos F. Can artificial intelligence accelerate fluid mechanics research?. Fluids, 2023, 8: 212

[185]

Glaws A, King R, Sprague M. Deep learning for in situ data compression of large turbulent flow simulations. Phys Rev Fluids, 2020, 5 114602

[186]

Momenifar M, Diao E, Tarokh V et al (2022) A physics-informed vector quantized autoencoder for data compression of turbulent flow. In: 2022 data compression conference (DCC), IEEE, Snowbird

[187]

Geneva N, Zabaras N. Modeling the dynamics of PDE systems with physics-constrained deep auto-regressive networks. J Comput Phys, 2020, 403 109056

[188]

Deng L, Wang Y, Liu Yet al.. A CNN-based vortex identification method. J Vis, 2019, 22: 65-78

[189]

Upadhyay M, Nagulapati VM, Lim H. Hybrid CFD-neural networks technique to predict circulating fluidized bed reactor riser hydrodynamics. J Clean Prod, 2022, 337 130490

[190]

Yang A, Romanyk D, Hogan JD. High-velocity impact study of an advanced ceramic using finite element model coupling with a machine learning approach. Ceram Int, 2023, 49: 10481-10498

[191]

Guo K, Yang Z, Yu CHet al.. Artificial intelligence and machine learning in design of mechanical materials. Mater Horiz, 2021, 8: 1153-1172

[192]

Fu Z, Liu W, Huang Cet al.. A review of performance prediction based on machine learning in materials science. Nanomaterials, 2022, 12: 2957

[193]

Bakhshan H, Oñate E, CarbonellPuigbó IJM. A review of the constitutive modelling of metals and alloys in machining process. Arch Comput Methods Eng, 2023, 31: 1611-1658

[194]

Jia X, Hao K, Luo Zet al.. Plastic deformation behavior of metal materials: a review of constitutive models. Metals, 2022, 12: 2077

[195]

Bishara D, Xie Y, Liu WKet al.. A state-of-the-art review on machine learning-based multiscale modeling, simulation, homogenization and design of materials. Arch Comput Methods Eng, 2023, 30: 191-222

[196]

Hoq E, Aljarrah O, Li Jet al.. Data-driven methods for stress field predictions in random heterogeneous materials. Eng Appl Artif Intell, 2023, 123 106267

[197]

Ibragimova O, Brahme A, Muhammad Wet al.. A convolutional neural network based crystal plasticity finite element framework to predict localised deformation in metals. Int J Plast, 2022, 157 103374

[198]

Xu Y, Weng H, Ju Xet al.. A method for predicting mechanical properties of composite microstructure with reduced dataset based on transfer learning. Compos Struct, 2021, 275 114444

[199]

Qiu C, Han Y, Shanmugam Let al.. A deep learning-based composite design strategy for efficient selection of material and layup sequences from a given database. Compos Sci Technol, 2022, 230 109154

Funding

State Key Laboratory of Structural Analysis for Industrial Equipment(GZ22114)

National Natural Science Foundation of China(Grant No. 12202026)

Research Project of State Key Laboratory of Mechanical System and Vibration(Grant No. MSV202401)

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