Analysis and simulation of thermal / viscose model for Melt Spinning process

被引:2
|
作者
Barone, Marcelo [1 ,2 ,3 ]
Barcelo, Francisco [4 ]
Useche, Jairo [5 ]
Larreteguy, Axel [4 ]
Pagnola, Marcelo [1 ]
机构
[1] Univ Buenos Aires, Fac Ingn, Inst Tecnol & Ciencia Ingn INTECIN, CONICET, Buenos Aires, DF, Argentina
[2] Univ Tecnol Nacl, Fac Reg Haedo, Dept Ingn Mecan, Buenos Aires, DF, Argentina
[3] Univ Tecnol Nacl, Fac Reg Haedo, Dept Ingn Ferroviaria, Buenos Aires, DF, Argentina
[4] Univ Argentina Empresa, Inst Tecnol INTEC, Lab Modelado & Simulac, Buenos Aires, DF, Argentina
[5] Univ Tecnol Bolivar, Dept Ingn Mecan & Mecatron, Fac Ingn, Cartagena, Colombia
来源
UIS INGENIERIAS | 2018年 / 17卷 / 01期
关键词
Melt Spinning; openFOAM (R); density based Solver; CFD; VOF;
D O I
10.18273/revuin.v17n1-2018017
中图分类号
T [工业技术];
学科分类号
08 ;
摘要
The Melt Spinning process is used for thin ribbons manufacture of amorphous materials and nanocrystalline. The material in liquid state is injected through a nozzle and solidifies upon contact with a copper rotating wheel. In this work, we intend to find, by means of a computer simulation with OpenFOAM (R), a thermal profile of the material from its ejection through the nozzle to the conformation of the ribbon itself. A two-phase model of the Volume of Fluids (VOF) type is used. Although neither of the two fluids (molten metal and air) can be considered compressible for working pressures, a resolution method of a compressible nature is used. This allows to represent the density changes in the air due to temperature changes, and to define a thermo-physical model for the specific alloy. For this, we considered an alloy of constant thermal conductivity, specific heat and density. The phase change is represented by a model that relates viscosity (mu) with temperature (T) in which the viscosity increases several orders of magnitude when the material passes below the crystallization temperature. Among the options of viscous models offered by OpenFOAM (R), we select a polynomial model whose coefficients were determined by OCTAVE routines until achieving a fitting curve [1] for the viscosity within the temperature range of 600 to 1700 degrees C.
引用
收藏
页码:185 / 190
页数:6
相关论文
共 50 条
  • [31] Dog-legging in the melt spinning process
    Rwei, SP
    Tang, HI
    Hu, YR
    Bai, CC
    POLYMER ENGINEERING AND SCIENCE, 1998, 38 (02): : 341 - 347
  • [32] Dog-legging in the melt spinning process
    Taipei Inst of Technology, Taipei, Taiwan
    Polym Eng Sci, 2 (341-347):
  • [33] Study on the model of thermal channel spinning process for PET polymer
    Yu, Xinhai
    Tang, Zhilian
    Huang, Nanxun
    Hou, Peiming
    Xu, Xiaochen
    Ding, Renzhong
    Journal of Dong Hua University (English Edition), 1998, 15 (02): : 9 - 14
  • [35] Numerical simulation and analysis of the dynamic finite element model of the fiber motion in the air spinning process
    Han, Chenchen
    Cheng, Longdi
    Gao, Weidong
    Xue, Yuan
    Xue, Wenliang
    Yang, Ruihua
    TEXTILE RESEARCH JOURNAL, 2019, 89 (07) : 1198 - 1206
  • [36] Machine-Learning Based Multi-Scale Simulation for Polymer Melt Spinning Process
    Xu, Yan
    Miyamoto, Souta
    Taniguchi, Takashi
    NIHON REOROJI GAKKAISHI, 2023, 51 (05) : 281 - 294
  • [37] Simulation of the fiber spinning process
    Rave, H.
    Tiemeier, H.
    Götz, T.
    Reinel-Bitzer, D.
    Steiner, K.
    Chemical Fibers International, 2001, 51 (06): : 427 - 431
  • [38] Theoretical analysis of melt spinning and application to optimization of spinning condition
    Ishihara, H
    Shibaya, M
    Proceedings of 2005 International Conference on Advanced Fibers and Polymer Materials (ICAFPM 2005), Vol 1 and 2: NEW CENTURY , NEW MATERIALS AND NEW LIFE, 2005, : 1095 - 1097
  • [39] Simulation of Multifilament Superfine Denier Polyester Melt Spinning
    Li, Nanfan
    Yi, Chunwang
    Wang, Chaosheng
    ADVANCED TEXTILE MATERIALS, PTS 1-3, 2011, 332-334 : 250 - 255
  • [40] DYNAMIC SIMULATION OF LOW-SPEED MELT SPINNING
    CHANG, JC
    DENN, MM
    KASE, S
    INDUSTRIAL & ENGINEERING CHEMISTRY FUNDAMENTALS, 1982, 21 (01): : 13 - 17