摘要
通过求解二维含时非线性FokkerPlanck方程,计算反应堆规模下氚的NBI(平行注入)加热时等离子体各组分分布函数及反应率随时间的演化,讨论非麦氏分布对反应率的影响.结果表明:分析非麦氏分布对反应率的影响时,定义Tef=23∫12mv2f(v)dv,η=〈σv〉N〈σv〉M(TD,TefT)是比较方便而恰当的.加热初期,η从1增加到最大值,然后逐渐下降.加热功率较大或者束能较高都会使η下降得小于1.当η下降到1时,T∥T升至约10keV.
By numerically solving the tow dimensional time dependent non linear Fokker Planck equations, the distribution functions are calculated and the D T fusion reactivity are evaluated. For the tritium parallel injection case, the reactivity variation induced by the non Maxwellian distribution is analyzed. It is pointed out that it is appropriate to define T eff = 23∫12 mv 2f (v)dv,η=〈σv〉 N〈σv〉 M(T D,T eff T). The calculation results show that η increases from 1 to maximum and then decreases during NBI heating. Either high input power or high beam energy can make η to decrease to a value less than 1 When η decreases to 1, T ∥ T is raised to about 10keV.
出处
《物理学报》
SCIE
EI
CAS
CSCD
北大核心
1996年第9期1492-1500,共9页
Acta Physica Sinica