Moving inclined load at boundary surface

Abstract

The analytic expressions for the displacement components and stresses at a point of an orthotropic micropolar elastic medium with an overlying elastic half space as a result of moving inclined load of arbitrary orientation were obtained. The inclined load was assumed to be a linear combination of a normal load and a tangential load. The eigen value approach using Fourier transforms was employed and the transform was inverted by using a numerical technique. The numerical results were illustrated graphically for aluminium epoxy comIx~ite.

Deformations in Micropolar Thermoelastic Medium Possessing Cubic Symmetry Due to Inclined Loads

“…Recently, Kumar and Ailawalia [34,35] studied the response of moving inclined load in micropolar theory of elasticity. The deformation due to other sources such as strip loads, continuous line loads, etc.…”

Elastodynamic response of thermoelastic diffusion due to inclined load

“…Various authors (Kuo, 1969; Georgiadis and Barber, 1993; Kumar et al , 2000; Garg et al , 2003; Kumar and Ailawalia, 2005; Kumar and Rani, 2005; Wu, 2007) discussed problems of inclined load in the theory of elastic, thermoelastic and micropolar elastic solids. The deformation due to other sources such as strip loads, continuous line loads, etc.…”