1) vector strength
矢量强度
2) Polarization vector
极化强度矢量
3) Magnetization vector
磁化强度矢量
1.
A mathematical formula of the relation between longitudinal relaxation or transverse relaxation and the flip angle of magnetization vector was deduced and its programme was designed.
首先推导出纵向弛豫和横向弛豫与磁化强度矢量偏转角关系的数学表达式。
2.
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。
4) Discharging strength vector
放电强度矢量
5) polarization intensity vector
电极化强度矢量
6) total arrow of vortex intensity
涡强度和矢量
1.
The equations and the material derivative of the total arrow of vortex intensity are discussed and the conclusions can be for reference in further studying of macrodynamic behaviour of vortex motion.
将导出的旋涡运动积分恒等式应用于涡动力学微分方程,分别建立了不可压缩粘性流体在外力有势条件下的流体质量体(系统)及控制体的旋涡运动积分方程,并对不可压缩粘性流体、外力有势条件下质量体的旋涡运动积分方程及其涡强度和矢量的随体导数予以讨论。
补充资料：表光合强度(见光合强度)
表光合强度(见光合强度)
forecast of sowing or transplanting time
b iaoguanghe qiangdu表光合强度见光合强度
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