Motion of a rigid particle through a fluid-filled elastic tube.

1980
Özkaya, A. Nihat

Suggestions

MOTION OF A CIRCULATING POWER-LAW DROP TRANSLATING THROUGH NEWTONIAN FLUIDS AT INTERMEDIATE REYNOLDS NUMBERS
Gürkan, Türker (Informa UK Limited, 1989-6)
The equations of motion for the flow of a power-law fluid sphere in a Newtonian continuous phase have been approximately satisfied by Galerkin's method: External and internal stream functions have been obtained for the following ranges of variables: 10-50 for Re0, 0.1-1000 for the viscosity ratio parameters, X, and 0.6-1.0 for the dispersed phase power-law index, ni,. It is predicted that pseudoplasticity in the dispersed phase causes a reduction in the circulation within the drop and that it has a minor ef...
Motion of Solid Spheres under Solitary Wave Attack: Physical and Numerical Modeling
Güler, Hasan Gökhan; Arıkawa, Taro; Baykal, Cüneyt; Göral, Koray Deniz; Yalçıner, Ahmet Cevdet (American Society of Civil Engineers (ASCE); 2018-08-04)
In this study, physical and numerical test are carried out focusing on the motion of two solid spheres under solitary wave attack. The numerical model CADMAS-SURF/3D-2F-DEM coupling a multiphase flow solver solving Reynolds Averaged Navier-Stokes Equations based on a porous body model and a discrete element method solver for Newton’s equations of motion is validated against the data of physical model experiments carried out in the wave flume of METU Ocean Engineering Research Center. Comparisons of the nume...
Motion of floating bodies.
Konuk, İbrahim; Department of Mathematics (1973)
Motion analysis of a particle on vibratory conveyors.
Korkusuz, Ertaç; Department of Mechanical Engineering (1983)
Transfer between circular, coplanar orbits in two force fields.
You, George Shanshy; Department of Engineering Sciences (1970)
Citation Formats
A. N. Özkaya, “Motion of a rigid particle through a fluid-filled elastic tube.,” Middle East Technical University, 1980.