Your Location:
Home >
Browse articles >
New approach to develop a 3D non-isothermal computational framework for injection molding process based on level set method
Fluid Dynamics and Transport Phenomena | Updated:2026-01-06
    • New approach to develop a 3D non-isothermal computational framework for injection molding process based on level set method

    • Chinese Journal of Chemical Engineering   Vol. 24, Issue 7, Pages: 832-842(2016)
    • DOI:10.1016/j.cjche.2016.04.014    

      CLC:
    • Published:2016

    Scan QR Code

  • Xin Zhuang, Jie Ouyang, Chuntao Jiang, Qingsheng Liu. New approach to develop a 3D non-isothermal computational framework for injection molding process based on level set method[J]. , 2016, 24(7): 832-842. DOI: 10.1016/j.cjche.2016.04.014.

  •  
  •  
icon
The trial reading is over, you can activate your VIP account to continue reading.
Deactivate >
icon
The trial reading is over. You can log in to your account, go to the personal center, purchase VIP membership, and read the full text.
Already a VIP member?
Log in >

0

Views

273

Downloads

0

CSCD

Alert me when the article has been cited
Submit
Tools
Download
Export Citation
Share
Add to favorites
Add to my album

Related Articles

Simulation of Non-isothermal Injection Molding for a Non-Newtonian Fluid by Level Set Method
Warpage prediction of the injection-molded strip-like plastic parts
Kinetic Modeling of Isothermal or Non-isothermal Adsorption in a Pellet:Application to Adsorption Heat Pumps
Numerical Simulation of the Non-isothermal Viscoelastic Flow Past a Confined Cylinder
Non-phosgene synthesis processes of isocyanates: One-step and two-step routes

Related Author

杨斌鑫
欧阳洁
刘春太
李强
Chaofang Wang
Ming Huang
Changyu Shen
Zhenfeng Zhao

Related Institution

School of Science, Northwestern Polytechnical University
National Engineering Research Center for Advanced Polymer Processing Technology, Zhengzhou University
Universitéde Toulouse, Laboratoire de Génie Chimique, U. M. R.5503 CNRS/INP/UPS
ProBioGEM Laboratory, Polytech'lille, 59665, Villeneuve d'Ascq
Laboratoire Paul Painlevé, U. M. R.CNRS 8524, U. F. R. de Mathématiques, Villeneuve d'Ascq Cedex
0