Chem. J. Chinese Universities ›› 2005, Vol. 26 ›› Issue (11): 2086.

• Articles • Previous Articles     Next Articles

Monte Carlo Solution of Particle Size Distribution under Simultaneous Coagulation and Nucleation

ZHENG Chu-Guang, ZHAO Hai-Bo   

  1. State Key Lab of Coal Combustion,Huazhong University of Science & Technology,Wuhan 430074,China
  • Received:2004-11-26 Online:2005-11-10 Published:2005-11-10

Abstract: Particle size distribution evolves with time undergoing both particle coagulation and nucleation process.There are some difficulties for popular Monte Carlo(MC) methods to solve general dynamic equation(GDE) for simultaneous coagulation and nucleation of particle.A new multi-Monte Carlo(MMC) method was promoted to describe the time evolution of particle size distribution. MMC method is based on "time-driven" technique and introduces the concept of "weighted fictitious particle".Furthermore,MMC keeps synchronously the computational domain and the total number of fictitious particles constant.MMC method was used to simulate the time evolution of particle size distribution for constant coagulation kernel and the first-order nucleation kernel.The simulation results obtained by MMC method are in good agreement with numerical solutions,which proves that MMC method has a high and stable computational precision.In addition,MMC method has a low computation cost because the number of those tracked fictitious particles in MMC method is far less than that of the real particles.

Key words: Monte Carlo method, Particle size distribution, Coagulation, Nucleation, General dynamic equation

CLC Number: 

TrendMD: