Sentence examples for problem the motion from inspiring English sources

To overcome this problem, the motion representation described in the previous subsection is appropriately extended to incorporate motion energy distribution information from previous frames as well.

While wave-induced load amplifications of up to 60% may be observed in the excitation problem, the motion response is primarily governed by vortex-induced attenuations.

Although we examine a fluid dynamics problem, the motion of the water gas solid contact line past a hydrophobized silica gel surface, motivation for such research derives from the investigation of a novel principle of mechanical energy dissipation, called surface dissipation, and its attached machine element, named a colloidal damper (CD).

However, this conclusion holds only when two bodies are present (the two-body problem); the motion of three bodies or more acting under their mutual gravitation (the n-body problem) remained unsolved for centuries after Newton, although solutions to a few special cases were discovered.

In this section, we consider the following four test problems: the motion of a single solitary wave, the interaction of two and three solitary waves and the Maxwellian initial condition.

In this section, numerical solutions of the MRLW equation are obtained for four standard problems: the motion of single solitary wave, interaction of two and three solitary waves, and development of the Maxwellian initial condition into solitary waves.

For example, in a fluid flow problem the viscosity may be small, or in the problem of the motion of a projectile, the force due to air resistance may be small.

With over 300 of the 350 seats, the two big parties face no problem getting the motion through.

Nonlinear forcing components are found to make major contributions to both the excitation problem and the motion response.

Previous studies in nuclear engineering have usually approached the problem of the motion of control rods with the use of nonlinear nodal models.

He considers the problem of the motion of two angels with regard to its causes and effects in several ways: how is their power to be bounded if it is active or passive?