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Bujtar P., Avery C., Simonovics J., Sandor G. K., Pan J. Refinements in osteotomy design to improve structural integrity: a finite element analysis study, British Journal of Oral and Maxillofacial Surgery , Vol. 10, 2012

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The paper describes efficient methods to post-process results from the finite element analysis. Amount of data produced by the complex analysis is enormous. However, computer performance and memory are limited and commonly-used software tools do not provide ways to post-process data easily. Therefore, some sort of simplification of data has to be used to lower memory consumption and accelerate data loading. This article describes a procedure that replaces discrete values with a set of continuous functions. Each approximation function can be represented by a small number of parameters that are able to describe the character of resulting data closely enough.

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, 2003 . [6] Yao W. , Jin J. M. , Krein P. T. A highly efficient domain decomposition method applied to 3-D finite-element analysis

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as well as the fixed-point method. Finite element analysis and neural network were employed together to predict the structural performance in some recent research like the study of Jafari et al. [ 17 ] on the performance of sandwich panel under

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tube Fig. 5. Position of system boundary relative to the microphone This paper adopted finite element analysis using SolidWorks 2017 3D flow simulation to calculate product performance and capabilities of the geometric model of the muffler. Its surface

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The aim of this paper is to give a unified comparison of non-overlapping domain decomposition methods for solving magnetic field problems. The methods under investigation are the Schur complement method and the Lagrange multiplier based finite element tearing and interconnecting method, and their solvers. The performance of these methods has been investigated in detail for two-dimensional magnetic field problems as case studies.

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– 84 . [11]. Bonet , J. and Wood , R. D. ( 1997 ), Nonlinear Continuum Mechanics for Finite Element Analysis . Cambridge University Press. [12

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buckling mode is achieved for accurate finite element analysis, and particularly in this study for the purpose of comparison. Fig. 3. a) First global and b) local buckling modes 2.3.3 Nonlinear load-displacement analyses In the following Geometrically and

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]. Finite element analysis was used to study the tensile strain rate effect of cementitious materials [ 9 ]. The Rayleigh damping model is used by the researcher to model the framework of FEM analysis and has successfully used it for vibration analysis of

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°, –45°, +45°, –45°). 3 Finite element analysis of the investigated sandwich structures In this study, the deflection, skin stress and core shear stress were calculated numerically by using finite element analysis (Digimat-HC) program for 4-point flexural

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