Search Result "discrete element simulation"
Differential Quadrature, Generalized Methods, Related Discrete Element Analysis Methods And EDQ Based Time Integration Method
Journal: Recent Patents on Engineering
Volume: 1 Issue: 2 Year: 2007 Page: 163-176
Author(s): Chang-New Chen
Finite Element Method
Ebook: Anatomy, Modeling and Biomaterial Fabrication for Dental and Maxillofacial Applications
Volume: 1 Year: 2018
Author(s): Andy H. Choi
Doi: 10.2174/9781681086910118010010
Discrete Modelling of Powder Dispersion in Dry Powder Inhalers - A Brief Review
Journal: Current Pharmaceutical Design
Volume: 21 Issue: 27 Year: 2015 Page: 3966-3973
Author(s): Zhenbo Tong,Aibing Yu,Hak-Kim Chan,Runyu Yang
Modeling and Simulation Techniques Used in Micro and Nanotechnology and Manufacturing
Journal: Micro and Nanosystems
Volume: 1 Issue: 2 Year: 2009 Page: 105-115
Author(s): D. E. Manolakos, A. P. Markopoulos
Simulation, Intelligence and Agents: Exploring the Synergy
Ebook: Current and Future Developments in Artificial Intelligence
Volume: 1 Year: 2017
Author(s): Nasser Ghasem-Aghaee,Tuncer Ãren,Levent Yilmaz
Doi: 10.2174/9781681085029117010005
The Application of Macro Business Simulation on Healthcare Product: Hand Sanitizer
Ebook: Virtual Reality, Artificial Intelligence and Specialized Logistics in Healthcare
Volume: 1 Year: 2023
Author(s):
Doi: 10.2174/9789815179996123010011
Computer Simulation of Antimicrobial Peptides
Journal: Current Medicinal Chemistry
Volume: 14 Issue: 2 Year: 2007 Page: 2789-2798
Author(s): Edit Matyus, Christian Kandt, D. Peter Tieleman
Molecular Dynamics Simulation of MNT
Ebook: Micro and Nanomachining Technology-Size, Model and Complex Mechanism
Volume: 1 Year: 2014
Author(s): Xuesong Han
Doi: 10.2174/9781608057696114010005
Phase Change and Boundary Element Methods
Ebook: Boundary Element Methods for Heat Transfer with Phase Change Problems: Theory and Application
Volume: 1 Year: 2022
Author(s):
Doi: 10.2174/9789815040883122010005
Introduction to Fundamental Solution Based Finite Element Methods
Ebook: Trefftz and Fundamental Solution-Based Finite Element Methods
Volume: 1 Year: 2021
Author(s): Qing-Hua Qin
Doi: 10.2174/97898149985431210101