Volume 2, Issue 1 (9-2017)                   NMCE 2017, 2(1): 72-79 | Back to browse issues page

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Arzani H, Khoshbavar rad E, Ghorbanzadeh M. Cover interpolation functions and h-enrichment in finite element method . NMCE. 2017; 2 (1) :72-79
URL: http://nmce.kntu.ac.ir/article-1-111-en.html
Assistant professor, Faculty of civil engineering, Shahid Rajaee Teacher Training University, Lavizan, Tehran, Iran
Abstract:   (351 Views)
This paper presents a method to improve the generation of meshes and the accuracy of numerical solutions of elasticity problems, in which two techniques of h-refinement and enrichment are used by interpolation cover functions. Initially, regions which possess desired accuracy are detected. Mesh improvment is done through h-refinement for the elements existing in those regions. Total error of the domain is thus reduced and limited to the allowable range. In order to increase the accuracy of solutions to an excellent level, the results of mesh refinement are reassessed in the next steps and the nodes exceeding the value of allowable error are determined. The method automatically improves the subdomain by increasing the order of  interpolation cover  functions which  yields to solutions of appropriate accuracy. A comparison of solutions achieved by the proposed method with that of other methods and also the accurate solutions for linear elasticity examples proves acceptable efficiency and accuracy of the proposed method. In this research, we illustrate the power of the strategy through the solutions obtained for various problems.
Full-Text [PDF 734 kb]   (98 Downloads)    
Type of Study: Research | Subject: Special
Received: 2018/04/24 | Accepted: 2018/04/24 | Published: 2018/04/24

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