Based on it, I do some pre-study work for my master degree as follows: (1) The EP test for extended rotating bodies using a torsion balance is analyzed in detailed, especially discussion on the influence of spin-spin interaction between rotating gyroscope and Earth. And then preliminary experimental setup is constructed.

In case of no way to make synchronizing between the flash and the rotating, one has to identify the angle of all the random projections on the Sinogram before doing CT image reconstruction.

Viscous shock layer near the stagnation point on a rotating body with unsteady injection and surface cooling

Development of vortical motions of an incompressible fluid in the cavity of a rotating body

The friction is caused by the interaction of the part of the liquid which is rigidly connected with the rotating body and thus represents a comoving detector, with the "Minkowski" superfluid vacuum outside the body.

It is shown that a rotating body containing a permanent magnet may be in stable noncontact equilibrium when placed in the field of a stationary magnet.

Calculations based on a rotating body hydrodynamics model suggest that neighboring solvent molecules adhere to excited luminophore molecule during their rotation

Then, the relative position of the rotating part with respect to the stationary part is determined by solving the equilibrium equation of the contact force between upper and lower ball bearings.

The parametric study shows that the transverse mass moment of inertia of the rotating part is the most critical parameter affecting the rocking amplitude.

The thrust bearings are composed of an air supply part in the housing and a rotating part.

The applicability of the derived correction factors in the vicinity of stress concentrations in the rotating part is considered.

A combined magnetic field is superimposed consisting of a steady axisymmetric part B and a uniform rotating part Bo.

It is assumed that upon collision of two easily deformed rotating bodies the shock impulses are distributed over a small area near the initial point of contact and lead to a main vector and a main moment.

Aerodynamic characteristics of rotating bodies in a multicomponent stream of rarefied gas

The effects are calculated for the rotating bodies of the laboratory dimensions and also for the rotating Earth.

Further examples of ?machian? effects of rotating bodies in general relativity

The exact field equations for the metric of axially symmetric, stationary rotating bodies in general relativity are exhibited.

This article introduces how to turn picture into digital information by using the mathematical method of metrix transformation. Thus, the computer will set the autographic attachment working, showing on the terminal or on the design paper various axonometries or perspectives from different angles of view, to be checked or revised in designing.In this article, examples are given to show the programming of drawing the axonometries of a solid body as well as the perspectives of a house, both rotating about the...

This article introduces how to turn picture into digital information by using the mathematical method of metrix transformation. Thus, the computer will set the autographic attachment working, showing on the terminal or on the design paper various axonometries or perspectives from different angles of view, to be checked or revised in designing.In this article, examples are given to show the programming of drawing the axonometries of a solid body as well as the perspectives of a house, both rotating about the vertical axis. Figures are inclosed respectively.

In this paper, the metric coefficients of gravitational retarded field of non-plane wave of the multipolar source at infinity are givenand dience the power of gravitational radiation of lower-rotating body is obtainedAs an example, the estimation for the quadrupole radiation was proceeded, when the spatial distribution was discussed byWe found that the radiation possesses very strong directivity. In the calculation, on the pseudo-energy-momentum tensorit has been given in reference [4]. When n = 1/2 becomes...

In this paper, the metric coefficients of gravitational retarded field of non-plane wave of the multipolar source at infinity are givenand dience the power of gravitational radiation of lower-rotating body is obtainedAs an example, the estimation for the quadrupole radiation was proceeded, when the spatial distribution was discussed byWe found that the radiation possesses very strong directivity. In the calculation, on the pseudo-energy-momentum tensorit has been given in reference [4]. When n = 1/2 becomes the expression for pseudo-energy-momentum tensor density originally given by Einstein. When n = 1 reduces to the expression given by Landau and Lifshitz. This leads immediately to the law of conservation of angular momentum of die gravitational field. By die analysis shown by Hu Ning, when n < 1/8 be the energy of the Schwarzschild field of free gravitational waves would be always kept positive, this is a more important concept dian that of angular momentum and the tensor density. In this paper, when n < 3/2 be chosen for the multipolar retarded gravitational field, the energy density is always positive and progressively increase.By applying the formula of the quadrupole gravitational radiation to the PSR's, we found the calculated results as compared widi the previous theory, the order of magnitude was very close with satisfaction.

It is one of the meaningful problems of computer graphics to get the views of rotating objects through BASIC programs. In this article, a general program is introduced and a series of views of rotating object can be obtained on the display screen. The views of another object can be easily got by changing the related data.