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1)  double singular
双奇异
1.
A FitzHugh Nagumo(FHN) neural model,which is double singular stochastic system, is studied.
研究了一个具有双奇异随机性的 Fitz Hugh-Nagumo( FHN)神经模型 。
2)  singular value of bispectrum
双谱奇异值
3)  Double singularity induced bifurcation(DSIB)
双奇异诱导分岔
4)  double stress singularities
双重应力奇异性
1.
The stress field near the tip of V notch in a plate with double stress singularities is described,and two methods of determining the double stress intensity factors, K 1 and K 2, which corresponds to double stress singularities are presented on the basis of the isochromatics obtained from the photoelastic experiment.
文章在分析具有双重应力奇异性平面 V形切口尖端应力场的基础上 ,提出了基于由光弹性实验获得的等差线确定与双重应力奇异性对应的双应力强度因子 K1 、K2 的光弹性实验方法 ,并通过对模型的光弹性实验 ,运用该方法较好地确定了均质材料 60°单应力奇异性 V型对称切口模型和均质材料 45°双重应力奇异性 V型非对称切口模型的应力强度因子 ,验证了该文中提出的方法的正确
5)  stochastic system with double singularities
双奇异随机系统
1.
Upper bound of the rate of entropy change of a stochastic system with double singularities driven by colored noise;
色噪声驱动的双奇异随机系统随时间演化的熵变化率上界
2.
Entropy flux and entropy production of a stochastic system with double singularities driven by colored noise;
色噪声驱动的双奇异随机系统的熵流与熵产生
3.
Time dependence of entropy flux and entropy production for a stochastic system with double singularities driven by non-Gaussian noise
非高斯噪声驱动的双奇异随机系统的熵流与熵产生
6)  bisingular map
双奇异平面地图
1.
This paper studies the enumeration of bisingular maps,provides the equation of face partition and the enumerating equations satisfied by enumerating functions with root-face valency,number of inner faces and non-root-vertices of the maps as parameters.
研究了带根双奇异平面地图的计数问题,提供了面剖分方程及以根面次、内面数和非根点数为参数的计数函数所满足的计数方程,并且导出了一些计数显式。
补充资料:2,2-双氯甲基-三亚甲基-双[双(2-氯乙基)磷酸脂]
CAS:38051-10-4
分子式:C13H24Cl6O8P2
中文名称:2,2-双氯甲基-三亚甲基-双[双(2-氯乙基)磷酸脂]

英文名称:2,2- bis(chloromethyl)-trimethylene bis[bis(2-chloroethyl)phosphate]
phosphoric acid, 2,2-bis(chloromethyl)-1,3-propanediyl tetrakis(2-chloroethyl)
2,2-bis(chloromethyl)trimethylene bis(bis(2-chloroethyl)phosphate)
2,2-bis(chloromethyl)-1,3-propanediyltetrakis(2-chloroethyl)phosphate
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