Plastic deformation in metals occurs through the movement of dislocations. Dislocations travel along specific crystallographic planes and directions, collectively termed a slip system.
At low temperatures, the primary mechanism for plastic deformation is slip. The resulting pattern of slip lines observed on a metal's surface is strongly dependent on the number of available slip systems.
When a metal crystal possesses a large number of slip systems, dislocations find it easier to switch between different planes during their movement. This tendency to change slip planes, known as cross-slip, results in the formation of irregular and wavy slip line patterns.
The Burger's vector of a dislocation in a cubic crystal (with lattice parameter a) is $\frac{a}{2}[110]$ and dislocation line is along $[112]$ direction. The angle (in degrees) between the dislocation line and its Burger's vector is _________