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FINITE ELEMENT METHOD (FEM) IN ORTHODONTICS
The Finite Element Method (FEM) is an advanced computational tool widely used in orthodontics to analyze stress distribution, tooth movement, and biomechanical behavior of craniofacial structures under various orthodontic forces. FEM enables the creation of detailed three-dimensional models of teeth, periodontal ligaments, alveolar bone, and ...null Dr. M Faiz Malik +4 more
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Smoothed Finite Element Methods (S-FEM): An Overview and Recent Developments
Archives of Computational Methods in Engineering, 2016zbMATH Open Web Interface contents unavailable due to conflicting licenses.
W. Zeng, G. R. Liu
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, 2020
During drilling and blasting construction, a water inrush can be caused by damage to a water-resisting rock mass. Tunnel water inrush is a common anthropogenic geological hazard in engineering. The traditional finite element method (FEM) is less accurate
Jing Wang +4 more
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During drilling and blasting construction, a water inrush can be caused by damage to a water-resisting rock mass. Tunnel water inrush is a common anthropogenic geological hazard in engineering. The traditional finite element method (FEM) is less accurate
Jing Wang +4 more
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Finite Element Method (FEM) for verifications in geotechnical design
2009Verifications in geotechnical design according to national and European standards are mostly based on limit state models like slip circle or sliding wedges – and the safety factors are related to these models. To use numerical models like the FEM it has to be checked, to what extent the results coincide.
Heibaum Michael, Herten Markus
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Einführung in die Finite-Elemente-Methode (FEM)
2011Die Finite-Elemente-Methode ist in den letzten 60 Jahren entwickelt worden.
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Simulation of an artery with stenosis using the Finite Element Method (FEM)
2017 Global Medical Engineering Physics Exchanges/Pan American Health Care Exchanges (GMEPE/PAHCE), 2017In this work we have studied the simulation of blood flow in an ideal artery with stenosis because that is related to vascular disease. Stenosis is a localized narrowing of the artery typically caused by atherosclerosis. The formation of atherosclerotic plaques in coronary arteries depends, among other variables, on the hemodynamics of the arterial ...
Jorge Contreras-Silva +3 more
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Finite Element Method (FEM) Modeling of Hopper Flow
2020Hopper systems of different shapes and sizes are widely used in bulk solids industries to store and further process the particulate material. Poor hopper design causes variety of problems and results in wastage of resources. This dissertation investigates the applicability of finite element method (FEM) based continuum modeling in predicting flow ...
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Postharvest Biology and Technology, 2019
Bruising is one of the most common mechanical damages of fruit, but it is difficult to detect quantitatively. In this study, the finite element method (FEM) was utilized to predict the bruise susceptibility of harvested kiwifruit.
Dong-Dong Du +4 more
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Bruising is one of the most common mechanical damages of fruit, but it is difficult to detect quantitatively. In this study, the finite element method (FEM) was utilized to predict the bruise susceptibility of harvested kiwifruit.
Dong-Dong Du +4 more
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Fundamental Concepts of Finite Element Method (FEM)
2013In this chapter the basic principles of FEM are systematically developed and reviewed for prototypical advection-dispersion equations (ADE’s). The different spatial and temporal discretization techniques are addressed. The important approximate solutions for the divergence and convective forms of ADE are carefully developed.
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Finite element method (FEM) for a singular elliptic equation
Russian Journal of Numerical Analysis and Mathematical Modelling, 1990Summary: The Dirichlet boundary value problem for an elliptic partial differential equation with singular coefficients at the first order derivatives is considered, and the structure of the solution to the problem is analysed. To solve this problem numerically, a finite element method with meshes condensing to singularities of the coefficients is ...
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