UPM Institutional Repository

Stress analysis in a half plane elasticity.


Nik Long, Nik Mohd Asri and Yaghobifar, Mohammad and Eshkuratov, Zainidin K. (2011) Stress analysis in a half plane elasticity. International Journal of Applied Mathematics and Statistics, 20 (M11). pp. 79-85. ISSN 0973-7545


The biharmonic equation which governs the stress problem in a half plane elasticity is solved for the stresses using the Fourier transform technique. The Fourier transformed pressure exerted on a half plane is written into the basis of even and odd terms. It is found that the stresses at every point in a half plane elasticity are decomposable into some obtainable functions. An example is given to show the efficiency of the proposed technique.

Download File

PDF (Abstract)
Stress analysis in a half plane elasticity.pdf

Download (83kB) | Preview

Additional Metadata

Item Type: Article
Subject: Biharmonic equations
Subject: Differential equations, Partial
Subject: Elasticity
Divisions: Faculty of Science
Publisher: CESER Publications
Keywords: Plane elasticity; Biharmonic equation; Biharmonic function; Surface forces; Stress analysis; Airy function
Depositing User: Najwani Amir Sariffudin
Date Deposited: 30 Apr 2013 09:53
Last Modified: 16 Dec 2015 04:47
URI: http://psasir.upm.edu.my/id/eprint/16860
Statistic Details: View Download Statistic

Actions (login required)

View Item View Item