On the diffusion of load from a stiffener into an infinite wedge-shaped plate

✍ Scribed by Alblas, J. B. ;Kuypers, W. J. J.

• Publisher: Springer
• Year: 1965
• Tongue: English
• Weight: 390 KB
• Volume: 15
• Category: Article
• ISSN: 0003-6994
• DOI: 10.1007/bf00411576

✦ Synopsis

The stress-distribution in a wedge-shaped plate with a stiffener upon orte of the edges is considered. The stiffener is loaded by all axiM force. The problem leads to the solution of a biharmonic equation with orte mixed boundary condition. The problem is reduced to the standard problem of the stress-distribution in a wedge. The reduction has been executed by the solution of a difference equation for the transform of the shear-stress along the stiffened edge. For this solution we give two representations: one by means of an infinite product and orte by means of an integral. Full discussion is given on asymptotic behaviour and Oll the numerical aspects.