复合磁场的英文
field resultant magnetic
field，resultantmagnetic
resultantfield
例句与用法
- The application of single - chip - computer in electromagnetic casting rolling item
单片机在产生特殊复合磁场系统中的应用 - In order to confirm the effects of noise mf , in the present study , we use 0 . 4mt mf and noise mf , which intensity is hundred times than the previous studies and is proved repeatedly in our experiments to produce the clear biological effects , to examine the effects of noise mf on the clustering of egf , tnf receptors and sapk phosphorylation induced by 50hz mf
故本文使用上述经反复验证的、强度0 4mt 、具有明确生物效应的工频磁场及相同强度的噪声磁场，以sapk磷酸化及细胞膜egf与hf受体聚簇程度为研究指标，探索了噪声磁场及由噪声磁场与工频磁场叠加产生的复合磁场的生物效应。 - In theoretical analysis , the motion of radially - emitted electron beam in diode region and drift region has been analyzed , and the relation between radial momentum or current of electron beam and the guiding magnetic field has also been studied , then the possibility to optimize the guiding magnetic field has been derived . the motion of radially - emitted beam electrons in smooth bore magnetron and smooth bore milo has also been studied theoretically . at last , the motion of radially - emitted beam electrons in compound axial and azimuthal magnetic field has been studied
在理论分析中,初步分析了轴向发射条件下电子在二极管区域和漂移区的运动规律,电子径向动量随着外加磁场变化的规律,以及电子束电流随着外加磁场的变化规律,还有二极管区域磁场优化的可能性;分别研究了有轴向磁场时以及有角向磁场时径向发射的电子在光滑阳极结构中的运动规律,最后分析了在轴向和角向复合磁场中电子的运动规律。 - In addition to pic method , the numerical computation method is used as a compensation for the study of the characteristics of electron beam . the two methods are used separately to attain the trajectory of axially - emitted electron beam in diode region and drift region , and the trajectory of radially - emitted electron beam with axial , azimuthal , as well as compounded axial and azimuthal magnetic field . three two - dimensional codes and two three - dimensional codes have been made out to compute the trajectories
本文特点之一就是采用粒子模拟和数值计算相结合的方法进行仿真计算,分别得到了轴向发射条件下电子在二极管区域和漂移区的轨迹,径向发射条件下电子在角向磁场、轴向磁场、角向和轴向复合磁场中电子的运动轨迹,分别编制了三个二维电子轨迹计算程序和两个三维电子轨迹计算程序,最后将粒子模拟和数值计算得到的结果进行了对比,得到了较为满意的结果。
