We report the results of numerical simulations of nonisothermal dendritic f
lux penetration in type-II superconductors. We propose a generic mechanism
of dynamic branching of a propagating hot spot of a flux flow/normal state
triggered by a local heat pulse. The branching occurs when the flux hot spo
t reflects from inhomogeneities or the boundary on which magnetization curr
ents either vanish, or change direction. The hot spot then undergoes a casc
ade of successive splittings, giving rise to a dissipative dendritic-type f
lux structure. This dynamic state eventually cools down, turning into a fro
zen multifilamentary pattern of magnetization currents.