Scaling analysis of the conservation growth equation with temporally correlated noise

The effects of temporally correlated noise on the conservation growth are studied via the Flory-type approach introduced by Hentschel and Family (Phys. Rev. Lett. 66, (1991) 1982). This phenomenological equation contains the Kardar–Parisi–Zhang, Sun–Guo–Grant, and molecular-beam epitaxy growth equations as special cases and allows for a unified investigation of growth equations. The scaling exponents obtained here can be in good agreement with the corresponding results derived by previous scaling approach.