APPLIED LASER, Volume. 43, Issue 5, 29(2023)
Residual Deformation Prediction of Metal 3D Printing Process Based on Modified Inherent Strain Theory
[1] [1] CHENG L, ZHANG P, BIYIKLI E, et al. Efficient design optimization of variable-density cellular structures for additive manufacturing: theory and experimental validation[J]. Rapid Prototyping Journal, 2017, 23(4): 660-677.
[2] [2] LIU J K, GAYNOR A T, CHEN S K, et al. Current and future trends in topology optimization for additive manufacturing[J]. Structural and Multidisciplinary Optimization, 2018, 57(6): 2457-2483.
[3] [3] ZHANG P, LIU J K, TO A C. Role of anisotropic properties on topology optimization of additive manufactured load bearing structures[J]. Scripta Materialia, 2017, 135: 148-152.
[7] [7] LIAN Y P, GAN Z T, YU C, et al. A cellular automaton finite volume method for microstructure evolution during additive manufacturing[J]. Materials & Design, 2019, 169: 107672.
[8] [8] YAGHI A, AYVAR-SOBERANIS S, MOTURU S, et al. Design against distortion for additive manufacturing[J]. Additive Manufacturing, 2019, 27: 224-235.
[9] [9] CHEN Q, LIANG X, HAYDUKE D, et al. An inherent strain based multiscale modeling framework for simulating part-scale residual deformation for direct metal laser sintering[J]. Additive Manufacturing, 2019, 28: 406-418.
[10] [10] YANG Q C, ZHANG P, CHENG L, et al. Finite element modeling and validation of thermomechanical behavior of Ti-6Al-4V in directed energy deposition additive manufacturing[J]. Additive Manufacturing, 2016, 12: 169-177.
[11] [11] MICHALERIS P. Modeling metal deposition in heat transfer analyses of additive manufacturing processes[J]. Finite Elements in Analysis and Design, 2014, 86: 51-60.
[12] [12] HEIGEL J C, MICHALERIS P, REUTZEL E W. Thermo-mechanical model development and validation of directed energy deposition additive manufacturing of Ti-6Al-4V[J]. Additive Manufacturing, 2015, 5: 9-19.
[13] [13] LIANG X, CHEN Q, CHENG L, et al. Modified inherent strain method for efficient prediction of residual deformation in direct metal laser sintered components[J]. Computational Mechanics, 2019, 64(6): 1719-1733.
[14] [14] UEDA Y, FUKUDA K, TANIGAWA M. New measuring method of 3-dimensional residual stresses based on theory of inherent strain[J]. Journal of the Society of Naval Architects of Japan, 1979, 1979(145): 203-211.
[15] [15] YUAN M G, UEDA Y. Prediction of residual stresses in welded T-and I-joints using inherent strains[J]. Journal of Engineering Materials and Technology, 1996, 118(2): 229-234.
[16] [16] DENG D A, MURAKAWA H, LIANG W. Numerical simulation of welding distortion in large structures[J]. Computer Methods in Applied Mechanics and Engineering, 2007, 196(45/46/47/48): 4613-4627.
[17] [17] MURAKAWA H, DENG D A, MA N S, et al. Applications of inherent strain and interface element to simulation of welding deformation in thin plate structures[J]. Computational Materials Science, 2012, 51(1): 43-52.
[18] [18] LIANG X, CHENG L, CHEN Q, et al. A modified method for estimating inherent strains from detailed process simulation for fast residual distortion prediction of single-walled structures fabricated by directed energy deposition[J]. Additive Manufacturing, 2018, 23: 471-486.
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Yan Xiaolei, Yang Ruitao, Lian Guofu, Yu Jie. Residual Deformation Prediction of Metal 3D Printing Process Based on Modified Inherent Strain Theory[J]. APPLIED LASER, 2023, 43(5): 29
Received: Jan. 19, 2022
Accepted: --
Published Online: Feb. 2, 2024
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