β Scribed by L Pietronero
No coin nor oath required. For personal study only.
It is shown that up to the second order in the gravitational constant the effect of a rotating mass shell on a particle moving near its axis is the same as that of a rotating coordinate system. Coriolis force and centrifugal force have, contrary to the case discussed by Thirring[l, 21, the value expected in a rotating reference frame. 250
π SIMILAR VOLUMES
The problems of the vibration of rotating cylindrical shells are solved by using nine-node super-parametric "nite element with shear and axial deformation and rotatory inertial. The non-linear plate-shell theory for large de#ection is used to handle the cylindrical shell before it reaches equilibriu
The equations of motion of a test particle moving near the center of a massive rotating ring are derived up to the post-post-Newtonian order of approximation, by using the metric tensor for many body system which is Minkowskian at spatial infinity. Logarithmic divergences due to self-interaction of
Overall mass transfer coefficients between a liquid flowing axially in an annulus and the surface OF the rotating inner cylinder have been determined electrochemically. The experiments concern mainly the laminm vortex regime and the results show the combined effect of rotation and axial flow. The va