Conical crack in half space with stress-free boundary conditions.

1985
Parnas, Kemal Levend

Suggestions

Conical crack in half space with fixed end conditions
Balkan, Haluk; Yahşi, Osman Selçuk; Department of Mechanical Engineering (1989)
Conical crack problem in a finite layer
Kamanlı, Mustafa; Yahşi, Selçuk; Department of Mechanical Engineering (1991)
Nonlinear viscous higher harmonics generation due to incident and reflecting internal wave beam collision
Aksu, Anil A. (2017-09-01)
In this paper, we have considered the non-linear effects arising due to the collision of incident and reflected internal wave beams. It has already been shown analytically [Tabaei et al., "Nonlinear effects in reflecting and colliding internal wave beams," J. Fluid Mech. 526, 217-243 (2005)] and numerically [Rodenborn et al., "Harmonic generation by reflecting internal waves," Phys. Fluids 23, 026601 (2011)] that the internal wave beam collision generates the higher harmonics and mean flow in a linear strat...
LONGITUDINAL ELASTIC-WAVE PROPAGATION AND ENERGY FLUX AT A DISCONTINUITY OF 2 DISSIMILAR SEMIINFINITE CIRCULAR RODS
Yıldırım, Raif Orhan (1994-10-01)
Elastic wave propagation through an area discontinuity of two dissimilar, bonded, semi-infinite circular rods is investigated analytically. In particular, the variations of the coefficients of stress reflection and transmission are determined in terms of the nondimensional cross sectional area and mechanical impedance parameters. The coefficients of energy flux reflection and transmission are also included. Then, the case is generalized to include a rigid mass attached at the discontinuity.
Axially symmetrical stress distributions in a thick elastic layer.
Akcan, Sadettin; Department of Engineering Sciences (1975)
Citation Formats
K. L. Parnas, “Conical crack in half space with stress-free boundary conditions.,” Middle East Technical University, 1985.