1) multi-phase system
复相系
1.
Based on the second method of Lyapunov stability theory,the stability of non-equilibrium state for multi-phase system is analysed.
利用李雅普诺夫稳定性理论第二方法对复相系非平衡定态的稳定性进行了分析,结果表明:对线性区非平衡定态而言,取总熵产为V函数,则恒有dV/dt<0,因此,系统是绝对稳定的;对非线性区非平衡定态而言,取熵产的二阶变分为V函数,可根据dV/dt的符号判断系统的稳定性。
3) multiple correlation coefficient
复相关系数
1.
Using the multiple correlation coefficient of multivariable normal sample,this paper gives a test method y ij =μ j+α i+ε ij for error variance vniformity among repeated tests in variance analysis model of random effect I′ΛH=0.
利用多元正态总体的复相关系数检验 ,给出了单向分类随机效应模型yij=μj+αi+εij具有线性约束I′ΛH =0的误差方差的一种齐性检测方法 。
4) compound correlation coefficient
复相关系数
1.
For correlative observations, the partial correlation coefficients are used to distinguish the multidimensional outliers, and the compound correlation coefficients are used to proof-test the holistic prominence of multidimensional outliers.
提出了应用偏相关系数来区分多维粗差和用复相关系数对多维粗差总体显著性进行检验并定位的方法。
5) multi-compound poly-phase system
多元复相系
1.
From the entropy criterion of isolated system,the balance equilibrium condition of multi-compound poly-phase system C_V>0,(P[]V)_(T,N_i)<0,∑l[]i=1∑l[]j=1(μ_i[]N_j)_(T,P,N_k)δN_jδN_i>0 is intensively deduced,and the physical significance of the balance equilibrium condition is given and proved.
从熵判据出发,对多元复相系的稳定平衡条件进行了详细的推证,给出了多元复相系的稳定平衡条件:CV>0,PV<0,∑li=1∑lj=1μiNδΝjδΝi>0,并对稳定平衡条件的物理意义作了说明。
6) coherent coefficient
复相干系数
补充资料：相系
1.犹相继。
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