Motions of Curves in the Pseudo-Galilean Space G 3 1

الملخص EN

We study the flows of curves in the pseudo-Galilean 3-spaceand its equiform geometry without any constraints.

We find that the Frenetequations and intrinsic quantities of the inelastic flows of curves areindependent of time.

We show that the motions of curves in thepseudo-Galilean 3-space and its equiform geometry are described by theinviscid and viscous Burgers’ equations.