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Numerical Method for Volume Vaporization Model of Laser-target Interaction
TAO Ying-xue, GUAN Ji-li, CHEN Fa-liang
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS    2003, 20 (3): 189-192.  
Abstract345)      PDF (206KB)(1017)      
With the phase change in laser ablation process being described by Clausius-Clapeyron equation,by means of von-Neumann difference scheme,a volume vaporization model of laser-induced target vaporization process is proposed and numerically solved,which can effectively describe the occurrence and evolution of LSD waves.The fact that results predicted by the model compare well with those from an interface vaporization model previously addressed by the authors validates the availability of the volume vaporization model and the von-Neumann difference scheme in solving the hydrokinetics process of laser-induced target vaporization.This model provides a more convenient way for computing a two-or three-dimensional process.
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GROUP IMPLICIT METHOD FOR THE NONLINEAR HEAT CONDUCTION EQUATION AND NUMERICAL EXPERIMENTS
ZHANG Bao-lin, LU Jin-fu, TAO Ying-xue, DU Zheng-ping
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS    2002, 19 (1): 8-12.  
Abstract321)      PDF (160KB)(1148)      
By using Saul'yev asymmetric schemes, the group implicit method is developed for the nonlinear heat equation appearing in laser physics, which has the obvious property of parallelism. Numerical experiments show that the new method has the similar accuracy with the known implicit method, and the numbers of iteration in both cases are nearly the same.
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