Results 311 to 320 of about 797,914 (371)
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Key Engineering Materials, 2007
The paper is concerned with the numerical method of determination bending force and calibration force in plate bending. For numeric procedure the finite element method is used. Calibration force is determined when bending force and calibration coefficient are known.
Miljenko Math +2 more
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The paper is concerned with the numerical method of determination bending force and calibration force in plate bending. For numeric procedure the finite element method is used. Calibration force is determined when bending force and calibration coefficient are known.
Miljenko Math +2 more
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Nuclear Instruments and Methods in Physics Research Section A: Accelerators, Spectrometers, Detectors and Associated Equipment, 1995
The FOM Fusion FEM project involves the construction and operation of a 1-MW, 100 ms pulse, rapidly tunable FEM in the 130–250 GHz range for fusion applications. The undulator is a novel step-tapered undulator, consisting of two sections with different strengths and lengths and equal periodicities, and separated by a fieldfree gap.
Eecen, P.J., Tulupov, A.V., Schep, T.J.
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The FOM Fusion FEM project involves the construction and operation of a 1-MW, 100 ms pulse, rapidly tunable FEM in the 130–250 GHz range for fusion applications. The undulator is a novel step-tapered undulator, consisting of two sections with different strengths and lengths and equal periodicities, and separated by a fieldfree gap.
Eecen, P.J., Tulupov, A.V., Schep, T.J.
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A SMOOTHED FEM (S-FEM) FOR HEAT TRANSFER PROBLEMS
International Journal of Computational Methods, 2013By smoothing, via various ways, the compatible strain fields of the standard finite element method (FEM) using the gradient smoothing technique, a family of smoothed FEMs (S-FEMs) has been developed recently. The S-FEM possesses the advantages of both mesh-free methods and the standard FEM and works well with triangular and tetrahedral background cells
Shengchuan Wu +3 more
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An ABAQUS Implementation of the Cell-Based Smoothed Finite Element Method (CS-FEM)
International Journal of Computational Methods, 2020The smoothed finite element method (S-FEM) has been developed recent years and is increasingly used for stress analysis for engineering design of structures, due to its high computational accuracy and outstanding robustness in against mesh distortion ...
X. Cui, X. Han, S. Duan, G. Liu
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Coupling of FEM and ordinary state-based peridynamics for brittle failure analysis in 3D
Mechanics of Advanced Materials and Structures, 2019This paper presents a method to couple FEM meshes with ordinary state-based peridynamic grids. It generates a computational tool that is as efficient as computer methods based on classical continuum mechanics and as flexible as peridynamics in dealing ...
T. Ni +3 more
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Additive Manufacturing, 2019
Three-dimensional (3D) printing can be a promising tool in tissue engineering applications for generating tissue-specific 3D architecture. The 3D printing process, including computer-aided design (CAD), can be combined with the finite element method (FEM)
Anahita Ahmadi Soufivand +3 more
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Three-dimensional (3D) printing can be a promising tool in tissue engineering applications for generating tissue-specific 3D architecture. The 3D printing process, including computer-aided design (CAD), can be combined with the finite element method (FEM)
Anahita Ahmadi Soufivand +3 more
semanticscholar +1 more source
Advanced Materials, 1990 Sir Geoffrey Ford and Ford and Peter Gregory report on the Federation of European Materials Societies and their activities at a recent conference in northern Germany, while Josef Friedrich reveals what a shocking time he had at a meeting on optically active materials in San Jose last October.
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2003
Finite element equations for such truss members will be developed in this chapter. The one-dimensional element developed is commonly known as the truss element or bar element. Such elements are applicable for analysis of skeletal-type truss structural systems both in two-dimensional planes and in three-dimensional space. In planar trusses there are two
S.S. Quek, G.R. Liu
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Finite element equations for such truss members will be developed in this chapter. The one-dimensional element developed is commonly known as the truss element or bar element. Such elements are applicable for analysis of skeletal-type truss structural systems both in two-dimensional planes and in three-dimensional space. In planar trusses there are two
S.S. Quek, G.R. Liu
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2003
A beam is another simple but commonly used structural component. Geometrically, it is usually a slender straight bar of an arbitrary cross-section, but it deforms only in directions perpendicular to its axis. Beams are subjected to transverse loading, including transverse forces and moments that result in transverse deformation.
G.R. Liu, S.S. Quek
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A beam is another simple but commonly used structural component. Geometrically, it is usually a slender straight bar of an arbitrary cross-section, but it deforms only in directions perpendicular to its axis. Beams are subjected to transverse loading, including transverse forces and moments that result in transverse deformation.
G.R. Liu, S.S. Quek
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Minimally Invasive Therapy & Allied Technologies, 2004
The present contribution focuses on the structural modelling of Nitinol devices. Apart from a powerful material modelling which should consider the well-known phenomena pseudo-elasticity, pseudo-plasticity and the shape memory effect a computationally efficient finite element implementation is needed.
S. Reese, D. Christ
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The present contribution focuses on the structural modelling of Nitinol devices. Apart from a powerful material modelling which should consider the well-known phenomena pseudo-elasticity, pseudo-plasticity and the shape memory effect a computationally efficient finite element implementation is needed.
S. Reese, D. Christ
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