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Interval Finite Element Analysis- Concepts and Recent Advances

Credit to Download: 1 | Page Numbers 13 | Abstract Views: 151
Year: 2015
Present: شفاهي
COI code: NCUD05_120
Paper Language: English

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Authors Interval Finite Element Analysis- Concepts and Recent Advances

  Jamshid Karami - Islamic Azad University- Sanandaj branch


Recently, criticism has arisen regarding the general application of the probabilistic concept when available information is limited. Because subjective probabilistic results have little value in compare to their computational cost. Consequently, alternative Non-Probabilistic approaches have been introduced for Non-deterministic numerical modeling. They enable realistic reliability assessment that considers the uncertain aspects of the analysis and design.In this context, Interval and Fuzzy and more recently Probability Bounds Analysis (PBA) are becoming increasingly popular for the analysis of numerical models. In the Interval approach, uncertainties are considered to be within a predefined range. The Fuzzy approach extends this methodology by introducing a level of membership that represents to what extent a certain value is member of the range of possible input values. This concept provides a tool to express a degree of possibility for a certain value. Based on α sublevel technique, the Fuzzy analysis requires the consecutive solution of a number of related interval problems. PBA incorporate the traditional probability methods with the concept of Interval. A PBA can be broken down to a series of Interval analysis. Thus, current research activities on this subject mainly concentrate on the actual solution and implementation of Interval analysis. In recent literature, the application of the interval concept for classical FEA has been studied extensively. While the solution of a set of Interval equations is easily formulated, the actual solution of this problem is extremely problematic. Nevertheless, some solution schemes with different nature have been developed. The aim of this paper is to give an overview of the recent activities in numerical implementations of the Interval and PBA by FEM in applied mechanics.Finite Element Analysis, Non-deterministic FEA, Interval FEA, Imprecise FEM


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COI code: NCUD05_120

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Karami, Jamshid, 2015, Interval Finite Element Analysis- Concepts and Recent Advances, International Conference on Urban Development Based on New Technologies, سنندج, دانشگاه آزاد اسلامی واحد سنندج, the text, wherever referred to or an achievement of this article is mentioned, after mentioning the article, inside the parental, the following specifications are written.
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The University/Research Center Information:
Type: Azad University
Paper No.: 3720
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