The dynamics of phase separation of CuCo alloys has been studied by numerically solving the nonlinear Cahn-Hilliard equation including thermal noises.The simulations show that phase separation of the alloys within the...The dynamics of phase separation of CuCo alloys has been studied by numerically solving the nonlinear Cahn-Hilliard equation including thermal noises.The simulations show that phase separation of the alloys within the metastable region is attributed to the composition fluctuations including thermal noises.The present modeling makes it possible to describe the growth and coarsening as concomitant processes.展开更多
Profile and its splitting features of solidifying interface of lamellar eutectic in directional solidification have been investigated by solving numerically the nonlinear coupling equation of solidification.It is argu...Profile and its splitting features of solidifying interface of lamellar eutectic in directional solidification have been investigated by solving numerically the nonlinear coupling equation of solidification.It is argued that critical splitting point of the solidifying interface Is marginally stable,and therefore is the possible operating point of spacing selection dynamics.Three modes of the dynamics are proposed,and a new scaling law of the lamellar array is derived,which has a more general form than the classic one.展开更多
基金Supported by the National Natural Science Foundation of China.
文摘The dynamics of phase separation of CuCo alloys has been studied by numerically solving the nonlinear Cahn-Hilliard equation including thermal noises.The simulations show that phase separation of the alloys within the metastable region is attributed to the composition fluctuations including thermal noises.The present modeling makes it possible to describe the growth and coarsening as concomitant processes.
文摘Profile and its splitting features of solidifying interface of lamellar eutectic in directional solidification have been investigated by solving numerically the nonlinear coupling equation of solidification.It is argued that critical splitting point of the solidifying interface Is marginally stable,and therefore is the possible operating point of spacing selection dynamics.Three modes of the dynamics are proposed,and a new scaling law of the lamellar array is derived,which has a more general form than the classic one.