The vector characteristics of electromagnetic wave are described with elliptic polarization parameters of the electromagnetic waves.
电磁波的椭圆极化参数描述了电磁波的矢量特性。
Vector soliton bunches are obtained experimentally in nonlinear polarization rotation mode-locked fiber laser.
在非线性偏振旋转锁模光纤激光器中获得了矢量孤子簇。
This fiber's polarization modes, transmitting constants and modal birefringence were computed by the full vector finite element method.
应用全矢量电磁场有限元方法，计算了保偏光纤的两个偏振模场的分布、传输常数及模式双折射。
Based on the supercell overlapping method the full vector model was adopted to model polarization properties of elliptical-hole photonic crystal fiber (EHPCF) with central defect hole.
基于超格子构造法，采用全矢量模型研究具有中心缺陷孔的椭圆孔光子晶体光纤(EHPCF)的偏振特性。
The statistical average value of electronic polarization vector, magnetic moment, energy and paramagnetic susceptibility, which are proceeded under constant magnetic field, is discussed.
研究均匀磁场中电子的极化矢量、磁矩、能量和顺磁磁化率的统计平均值，以及在低温、强磁场极限和高温、弱磁场极限下的统计行为。
Vector diffraction theory is applied for the investigation of the effects of the polarization state of the illumination light on the aerial images in the optical lithography.
在投影光刻中矢量衍射理论适用于研究照明光的偏振态对空间成像的影响。
Physical idea of the vector method is clear, stable and convergent. The diffraction problem of plane wave with polarization incident upon 2-d sub-wavelength metal gratings can be processed.
这种矢量模式方法物理概念清晰且稳定收敛，可以处理任意偏振态平面波入射到二维亚波长金属光栅中的衍射问题。
In this paper, we present a polarization-encoded optical full adder by using an inverse vector realized by transmissive feedback.
提出了利用反转矢量透射反馈算法研制偏振编码光电混合全加器。
The transformation of polarization vector and magnetization vector is derivedand thereafter two Lorentz invariants containing M and Pare proved.
本文推出了磁化强度矢量与极化强度矢基的相对论变换关系，证明了M和P可构成两个洛伦兹不变量，从而可加深对M和P的理解。
The dynamics characteristics of the vector soliton bunches are related to the pumping power and polarization bias.
矢量孤子簇的动力学特点与抽运功率与偏振设置有关。
The dynamics characteristics of the vector soliton bunches are related to the pumping power and polarization bias.
矢量孤子簇的动力学特点与抽运功率与偏振设置有关。
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