Many numerical solutions for the motion of quite large numbers of gravitating particles have been successfully completed where the precise motion of individual particles is usually less important than the statistical behaviour of the group.
Mixing at the microscale is provided by flagella (or flagella bundle) motion of individual microorganisms.
The first option is the Lagrangian approach, which models the motion of individual fibers.
That is we update the equations of motion of individual bubbles.
Starting from the equation of motion of individual dislocations a continuum description is derived.
Using live HeLa cells, the motion of individual kinesin motors tagged with QDs has been successfully demonstrated [113].
These soft actuators were mechanically programmed to match and support the range of motion of individual fingers.
The motion of individual dislocations is assumed to be driven by the resolved shear stress and follows an Arrhenius law.
When a system is modelled on the atomic level such as in case of MD, the motion of individual atoms or molecules is approximated.
Among numerous reports relevant to exact or approximate analyses of classical motion of individual TDOHSs, see in particular references[2, 3, 4, 5].
Overall agreements for both spherical and non-spherical particle models are observed in both the motion of individual particles and the screening performance quantities.
