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Analysis of non-circular members subjected to twisting loads: a finite difference approach

Independent Journal of Management & Production

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Field Value
 
Title Analysis of non-circular members subjected to twisting loads: a finite difference approach
 
Creator Goteti, Chaitanya
Sreenivasulu, Reddy
 
Subject DESIGN FOR MANUFACTURING
ENGINEERING DESIGN AND ANALYSIS
 
Description Abstract Many torque carrying members have circular sections such as shafts. However, there are certain structural members like automotive chassis frames, cross members and machine frames which are often subjected to twisting loads and their cross sections are non circular. several methods were developed to analyze such sections such as Saint Venant’s semi inverse method, Prandtl’s elastic membrane analogy...etc. In this paper, the second order partial differential stress function equation for non-circular torsional members is applied on a rectangular section for different b/h (height /width of section) values and the solutions for maximum torsional shear stress are found by employing second order finite difference method. The results are compared to the results obtained from commercial finite element software (ANSYS 10) and by direct solution of the stress function equation using analytical correlations available for rectangular sections. The results obtained by different approaches are in close congruence with a percentage deviation of only 3.22. It is observed that, in implementing second order finite difference scheme, the error in estimating stress is proportional to S2. Where “S” is the grid size. Keywords: Non-Circular Section, Prandtl’s stress function, Finite difference scheme, Grid size
 
Publisher Instituto Federal de Educação, Ciência e Tecnologia de São Paulo
 
Contributor NIL
 
Date 2015-09-01
 
Type info:eu-repo/semantics/article
info:eu-repo/semantics/publishedVersion

 
Format application/pdf
text/html
 
Identifier http://www.ijmp.jor.br/index.php/ijmp/article/view/323
10.14807/ijmp.v6i3.323
 
Source Independent Journal of Management & Production; Vol 6, No 3 (2015): Independent Journal of Management & Production; 803-812
2236-269X
 
Language eng
 
Relation http://www.ijmp.jor.br/index.php/ijmp/article/view/323/251
http://www.ijmp.jor.br/index.php/ijmp/article/view/323/469