1) mixture fraction
混合分数
1.
The result of the simulation shows that mixture fraction equation is an effective way.
以甲烷/空气的湍流射流扩散燃烧为基础,利用-双方程模型和混合分数方程模型的耦合,依据湍流扩散燃烧中整个区域的混合分数场,给出火焰面形状尺度随过量空气系数的变化规律。
2.
The combustion gas components and temperature at different mixture fractions were obtained for the KY - HVO(A)F system.
在液体火箭发动机原理的基础上,建立了超音速火焰喷涂燃气成分与温度的计算方法,对KY-HVO(A)F多功能超音速火焰喷涂系统进行了计算,得到了不同混合分数下燃气成分与温度的变化规律。
2) mixture fraction
混合比分数
1.
The model is based on stoichiometric mixture fraction space,and a way of separating the numerical effort associated with the solution of the turbulent flow field from that of solving the chemistry is offered.
此模型是通过引入理想混合比分数空间坐标系,将通常坐标系下的组分方程转换到混合比分数空间坐标系下,得出新的组分扩散方程。
2.
The model uses mixture fraction coordinate Z and gets flamelet equation.
此模型先输入有代表性小火焰方程的一系列参数,然后与计算流体动力学的程序(KIVA3V)连接计算出各种物质的混合比分数,利用混合比分数的联合概率密度函数计算出燃烧后各种物质(主要是有害物质)的组成比例。
3) mixture fraction
混合物分数
1.
The 3d-distributions of mixture fraction and its turbulent fluctuation are forecasteed under three different inlet air temperature conditions in combustion furnace.
数值预报了燃烧室内气体燃料和空气的混合物分数及其湍流脉动的三维分布。
4) mixed exponential distribution
混合指数分布
1.
Estimation of parameters of mixed exponential distribution under dynamic sample proportion;
混合指数分布动态样本比例中参数估计
2.
The mixed exponential distribution plays an important part in lifetime data analysis but we may suffer from extreme difficulties to get the maximal likelihood estimate due to the complexity of likelihood function,ZHU Liping etc.
混合指数分布是寿命数据分析中一个重要分布,其极大似然估计由于似然函数的复杂性而变得很困难。
3.
In the paper,a Poisson risk model for claims with mixed exponential distribution is studied,and the exact expressions of bankruptcy probability Ψ(0) as the initial capital is 0 and Ψ(u) as the initial capital is u are given.
本文研究了理赔额服从混合指数分布时的泊松风险模型,并给出了初始资本为0时破产概率Ψ(0)的精确表达式以及初始资本为u时破产概率Ψ(u)的精确表达式。
5) mixed differential parameter
混合微分参数
6) mixed two-parameters exponential distribution
混合双参数指数分布
补充资料：连分数的渐近分数
连分数的渐近分数
convergent of a continued fraction
连分数的渐近分数l阴ve吧e时ofa阴‘毗d五，比.;n侧卫xp口.坦”八卯6‘] 见连分数(con tinued fraction).
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条