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Research Article

Elastic-plastic deformation of a thin rotating solid disk of exponentially varying density  

Manoj Sahni*1, Sanjeev Sharma2

1Department of Mathematics & Computer Science, SoT, PDPU,  Gujarat, India                                                                                                                                                  2Department of Mathematics, JIIT, A-10, Sector-62, Noida-201307, India

Keywords

Abstract

Elastic-plastic,


Rotating disk,


Density, 


Strain hardening,


Stresses 

The plane state of stress in an elastic-plastic rotating solid disk of exponentially varying density is studied. Elastic-plastic stresses and displacement have been derived using Tresca’s yield condition, its associated flow rule and linear strain hardening. Results obtained have been discussed numerically and depicted graphically for different geometric parameters. The results for uniform density are verified with those available in literature. It is observed that with the variation in density exponentially (decreases radially), high angular speed is required for a material to become fully plastic which in turns give more significant and economic design by an appropriate choice of density parameters.

 © 2016 MIM Research Group. All rights reserved.

DOI: http://dx.doi.org/10.17515/resm2016.41me0401                          Full Text

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11/05/2018 Open for Special Issue Proposals: The journal of RESM is open to proposals for special issues on emerging related topics. More info is here.


26/03/2018 Collaboration for UKMK 13: Editorial Board of our journal and Organizing Committee of 13. UKMK have agreed to collaborate. Extended versions of the selected papers from the conference will be published in our journal. 


19/01/2018 Collaboration for KOMPEGE IV: Editorial Board of our journal and Organizing Committee of  IV. International Ege Composite Materials Symposium have agreed to collaborate. Extended versions of the selected papers from the conference will be published in our journal.



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