β Scribed by Bernard Legras; Vladimir Zeitlin
No coin nor oath required. For personal study only.
π SIMILAR VOLUMES
This paper presents a new numerical technique for simulation of the motion of point vortices. The approach is based on splitting the equations of motion into the coupled pairs of equations that describe the interaction between two vortices. The procedure presented here allows the singularity of the
Vortex dynamics for the nonlinear wave equation is a typical model of the "particle and field" theories of classical physics. The formal derivation of the dynamical law was done by J. Neu. He also made an interesting connection between vortex dynamics and the Dirac theory of electrons. Here we give
The development of materials that undergo shape changes occupies a central theme in materials science and has proven important in several applications. Several classes of hydrogels, which are cross-linked water-soluble polymers, can change their properties (such as, volume, cross-link density) in re