1) nonlinear composites
非线性复合介质
1.
The homotopy analysis method is used to solve the electric potential boundary-valued of nonlinear composites,which obey a current-field of J=6E+|E|2E.
在基质和杂质服从J=6E+|E|2E分布的情况下,应用同伦分析方法研究了非线性复合介质电势边值问题,得到了电势的一阶近似解析解。
2) strongly nonlinear composite madia
强非线性复合介质
3) nonlinear dielectric
非线性介质
1.
Two stress-controlled composite structures with nonlinear dielectrics are introduced to improve the electrical field distribution of power equipments.
为改善电力设备中的电场分布,引入了两种含有非线性介质的复合应力控制结构,利用阻容网络模型对这两种结构进行了电路模拟,并用专门开发的时域有限元计算程序对前者进行了电场模拟,实验利用简化的电缆终端试样进行。
2.
Spatiotemporal instability in the planar nonlinear dielectric waveguide is analyzed by nonlinear equation,and the expression of Modulation instability(MI) gain in Raman Scattering is obtained.
基于非线性包络方程我们研究了平面非线性介质波导中的时空不稳定性,得到了有拉曼散射效应情形下不稳定性调制的增益谱的表达式。
4) nonlinear medium
非线性介质
1.
Propagation of ultrashort pulse laser in nonlinear medium;
非线性介质中超短激光脉冲的传播
2.
The method was to divide the nonlinear medium into a lot of homogeneous sublayers and to deduce reversedly the input intensity from the output intensity by using transfer matrix of each sublayer.
研究了一维非线性介质的传输矩阵算法,并对色散型缺陷层的一维光子晶体的光学双稳态特性进行了模拟。
3.
In this paper,we introduce the present research situation of phase conjugated MOPA systems based on stimulated Brillouin scattering and also introduce several kinds of new nonlinear medium and typical respective MOPA systems and point out it s development prospect.
本文介绍了受激布里渊散射相位共轭MOPA系统的研究现状 ,重点介绍了近年来开发的几种新的非线性介质及几种典型的代表当今水平的受激布里渊散射相位共轭MOPA系统 ,并指出其未来发展前
5) inhomogeneous composite
非均匀复合介质
1.
<Abstrcat>By use of the two kinds of selfconsistency conditions, which are (1)in the longwave limit, the net polarization induced in the inhomogeneous composite is zero,(2)the effective electric field is equal to the average electric field in the composite, the effectivemedium approximation equations of the inhomogeneous composite are derived.
运用了两种自洽条件:(1)在长波长极限下,非均匀复合介质的净极化为零,(2)非均匀复合介质的有效电场等于单个颗粒中局域场的平均值,研究了具有不同的电导张量和几何微结构的二组元无规对称分布的椭球颗粒所构成的系统的有效介质近似方程EMA1和EMA2,讨论了逾渗阈值(临界体积分数)fC随退极化因子的变化情况,说明EMA1方程能更好地解释无规非均匀介质的输运性质。
补充资料:非线性电介质
分子式:
CAS号:
性质:在一定电场强度范围内,极化强度随电场强度的变化呈非线性关系,因而是介电常数随电场而改变的电介质材料。一般铁电体都是非线性介质材料。
CAS号:
性质:在一定电场强度范围内,极化强度随电场强度的变化呈非线性关系,因而是介电常数随电场而改变的电介质材料。一般铁电体都是非线性介质材料。
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参考词条