Finite element analysis of temperature and density distributions in selective laser sintering process

被引:15
|
作者
Dong, Lin [1 ]
Makradi, Ahmed [1 ]
Ahzi, Said [1 ]
Remond, Yves [1 ]
机构
[1] Univ Strasbourg, IMFS, UMR 7507, 2 Rue Boussingault, F-67000 Strasbourg, France
关键词
selective laser sintering (SLS); rapid prototyping; finite element; numerical simulation; laser beam; polycarbonate;
D O I
10.4028/www.scientific.net/MSF.553.75
中图分类号
TH [机械、仪表工业];
学科分类号
0802 ;
摘要
In the selective laser sintering (SLS) manufacturing technique a pre-heated layer of material powder undergoes a laser radiation in a selective way to produce three dimensional metallic or polymeric solid parts. Here, we consider sintering of polymer powder. The phase transformation in this process involves the material heat transfer which is strongly affected by the material sintering phenomena. A transient three dimensional finite element model is developed to simulate the phase transformation during the selective laser sintering process. This model takes into account the heat transfer in the material (powder and solid), the sintering and the transient nature of this process. The numerical simulation of the set of equations, describing the problem, is made possible by means of the commercial finite element software Abaqus. A bi-level structure integration procedure is chosen, in which the density is integrated at the outer level and the heat equation is integrated in the inner level. After successfully computing the integration of the density, a material Jacobian representing the thermal phenomena is computed and supplemented the Abaqus Code via an implicit user subroutine material. Results for temperature and density distribution, using a polycarbonate powder, are presented and discussed.
引用
收藏
页码:75 / +
页数:2
相关论文
共 50 条
  • [31] Comparative Study of High Performance Polymers in Selective Inhibition Sintering Process Through Finite Element Analysis
    Aravind, A.
    Siddiqui, T. N.
    Arunkumar, P.
    Balasubramanian, E.
    POLYMERS & POLYMER COMPOSITES, 2017, 25 (03): : 199 - 202
  • [32] Finite element analysis of temperature distribution in single metallic powder layer during metal laser sintering
    Patil, Rahul B.
    Yadava, Vinod
    INTERNATIONAL JOURNAL OF MACHINE TOOLS & MANUFACTURE, 2007, 47 (7-8): : 1069 - 1080
  • [33] A finite-element analysis of temperature distributions in spade drilling
    Shen, Q
    Lee, TC
    Lau, WS
    JOURNAL OF MATERIALS PROCESSING TECHNOLOGY, 1997, 66 (1-3) : 112 - 122
  • [34] Finite element analysis of temperature and stress fields during selective laser melting process of Al–Mg–Sc–Zr alloy
    MA, Ru-long
    PENG, Chao-qun
    CAI, Zhi-yong
    WANG, Ri-chu
    ZHOU, Zhao-hui
    LI, Xiao-geng
    CAO, Xuan-yang
    Transactions of Nonferrous Metals Society of China (English Edition), 2021, 31 (10): : 2922 - 2938
  • [35] Finite Element Simulation of Combined Forming of Selective Laser Sintering and Cold Isostatic Pressing
    Du, Yanying
    Shi, Yusheng
    Wei, Qingsong
    ADVANCED MECHANICAL ENGINEERING, PTS 1 AND 2, 2010, 26-28 : 60 - 66
  • [36] Finite element analysis of laser tube bending process
    Hao, N
    Li, L
    APPLIED SURFACE SCIENCE, 2003, 208 : 437 - 441
  • [37] A Finite Element Analysis of the Effects of Preheating Substrate Temperature and Power Input on Selective Laser Melting
    de Moraes, Diego A.
    Abdelhamid, Mohamed
    Czekanski, Aleksander
    METALS, 2022, 12 (10)
  • [38] Analysis of preheating temperature field characteristics in selective laser sintering
    Yang, Zhiyong
    Liu, Xing
    Zhang, Zihao
    Li, Shuting
    Fang, Qiao
    ADVANCES IN MECHANICAL ENGINEERING, 2022, 14 (01)
  • [39] Finite Element Analysis on Temperature Field of laser brazing
    Yang, Zhibo
    Zhang, Limei
    Luo, Pengfei
    Xu, Jiuhua
    MANUFACTURING SCIENCE AND TECHNOLOGY, PTS 1-3, 2011, 295-297 : 1428 - +
  • [40] Three-dimensional finite element analysis of temperature and stress distributions for in-service welding process
    Li Chaowen
    Wang Yong
    MATERIALS & DESIGN, 2013, 52 : 1052 - 1057