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An artificial scattering iteration method for calculating multigroup radiation transfer problems
Feng Tinggui, Lai Dongxian, Xu Yan
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS 1999, 16 (
2
): 199-205.
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278
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Some difficulties are analyzed for solving problems of multigroup radiation transfer coupled with material,and an artificial-scattering iteration method is presented by splitting electron energy equation into two equations.The computing method is described and compared with other method.Numerical examples are given.
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THE ANALYSES OF RAYLEIGH TAYLOR INSTABILITIESFOR SINGLE MODE ON THE SURFACE OF RADIATION ABLATION
Zhang Jun, Lai Dongxian, Zhang Weiyan
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS 1998, 15 (
4
): 483-488.
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(
191
)
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(232KB)(
716
)
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The hydrodynamic surface instabilities driven by X-ray ablation in Inertial Confinement Fusion(CIF)have been analyzed,and the role of Raleigh-Taylor(RT) instabilities in CIF has been also discussed.Based on one dimension numerical computational results,according to the formula of net growth factor at the ablation surface,the net growth rates of RT instabilities have been estimated.Finally,some recommendations for instability experiment are proposed.
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A SIMPLIFIED NUMERICAL METHOD fOR CALCULATING 3-D RADIATION FIELD OF CAVITY
Feng Tinggui, Lai Dongxian
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS 1996, 13 (
1
): 50-56.
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(
222
)
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648
)
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Based on a simplified physics model a numerical method is proposed for calculating 3-D radiation field of cavity and the convergence of iteration procedure used is discussed.In order to illustrate that the method is feasible and effective,some numerical examples are given as well.
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A VARIABLE MULTIGROUP METHOD FOR CALCULATION IN NON-EQUILIBRIUM RADIATIVE TRANSFER
Li Yanwen, Feng Tinggui, Lai Dongxian
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS 1994, 11 (
3
): 328-336.
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221
)
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)
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This paper presents a variable multigroup method for calculation in non-equilibrium radiative transfer considered atomic line cross section shift. The use of this method coupling with the conventional multigroup method is descrived and compared with the latter for simple example.
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