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电位移的英文

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"电位移"怎么读用"电位移"造句

英文翻译手机手机版

  • dielectric displacement
    ◇电位移密度 electric displacement density; 电位移矢量 electric displacement vector; 电位移通量 electrostatic flux

例句与用法

  • Electric displacement vector
    电位移矢量
  • Image electro - magnetic shift
    电位移
  • Maxwell ' s equations conserve certain properties ? the magnetic field intensity , the electric displacement field and the poynting vector that describes the electric flux of an electromagnetic field
    麦克斯韦方程中有某些特性是恒定不变的磁场强度、电位移场以及描述电磁场电通量的坡印廷矢量。
  • With the help of these solutions and definitions of electroelastic field intensity factors , exact expressions for mode , mode and mode stress intensity factors as well as mode electric displacement intensity factor are obtained
    使用这些解析解和电弹性场强度的定义,得到了裂纹前沿型、型和型应力强度因子以及电位移强度因子的精确表达式。
  • The optimal cp potential shifted to negative direction in seamud containing active srb , - 1030 mv ( vs . saturated cu / cuso4 electrode , cse ) or lower potential was needed . accordingly , the cp current density was about 11 ma / m2
    在srb存在下,最佳阴极保护电位移向更负的值, - 1030mv (相对铜/硫酸铜电极, cse )甚至更低的电位是需要的。在- 1030mvcse保护电位下,保护电流密度约为11ma / m2 。
  • For special example , the closed form solutions for complex potentials in matrix and inhmogeneity regions are derived explicitly when interface containing single crack or rigid line , and the appropriate expressions of the electro - elastic field intensity factors at the tip of crack or rigid line are examined
    作为特例,求出了界面含一条裂纹或刚性线夹杂时基体和夹杂区域复势的封闭形式解;同时计算了界面裂纹和刚性线尖端应力和电位移场强度因子。
  • Based on the theories of hybrid / mixed finite element method , the generalized energy functional including stress , mechanical displacement , electric displacement , electric field and electric potential is used , with the electric - potential relations and the constitutive equations of piezoelectric materials constrained , hybrid energy functional including mechanical displacement , electric potential and stress is gained . moreover , splitting in - plane components and transverse components , the mixed energy functional in which mechanical displacement , transverse stresses and electric potential as basic variables is derived . with the use of surface stress parameters of sub - elements , the continuity of transverse stress at interfaces between layers is obtained
    在回顾杂交混合有限元理论的基础上,从包括位移、应力、应变、电势、电位移、电场强度六个未知量的广义压电材料能量泛函出发,通过约束电场强度?电势关系、应力与应变及电场强度的关系,得到仅包括位移、电势、应力三个未知量的杂交变分泛函,利用一般层合板的杂交混合变分原理,分离面内分量和横向分量,导出以位移、横向应力、电势为未知量的压电层合板的修正变分泛函,作为压电层合板的杂交元列式的理论基础。
  • Charge qs was located near the interface of silicon and oxide . with more charge , the field of buried oxide was improved up to the critical breakdown field basis on entirely continuity of electric displacement vector , and then the vertical breakdown voltage was raised . the comparisons between analytical and simulative results proved its availability of this model to interpret the vertical blocking mechanism
    该模型认为,将界面电荷qs引入i层si / sio2的si界面,根据电位移矢量的全连续性,界面电荷qs越多,使i层内电场增加,直至sio2的临界电场,从而提高纵向击穿电压vb . v ,很好得解决了器件的纵向耐压问题。
  • Several models of bonded dissimilar materials with interface edges are calculated . displacement , electrical potential , singular stress fields and singular electrical displacement fields near a singular point are deduced by the eigenfuntion expansion method based on the general solution of the spatial axisymmetric problem of the transversely isotropic piezoelectric media . a generally axisymmetric interface edge of bimaterials with arbitrary interface angle and joining angle is analyzed theoretically by using this method
    在此基础上,对具有任意界面角和结合角的横观各向同性双压电材料空间轴对称界面端一般模型的轴对称变形问题进行了理论分析,给出了该模型界面端的奇异性特征方程以及界面端附近的位移场、电势、奇异应力场和奇异电位移场。
  • The three control systems respectively were as follows : ( 1 ) the measuring part of the first one was displacement piezoelectric sensor . a pair of piezoelectric sensor / actuator was collocated by each side of the first solar array plate . the compensator was h ( s ) = 2395 - s ; ( 2 ) the measuring part of the second one was also displacement piezoelectric sensor . a pair of piezoelectric sensor / actuator was collocated by each side of the whole solarfan . tthe compensator was h ( s ) = 244s ; ( 3 ) the measuring part of the third one was velocity piezoelectric sensor . a pair of piezoelectric sensor / actuator was collocated by each side of the three solars array plates near to the body of satellite
    三种控制系统分别是: ( 1 ) 、采用压电位移传感器,压电传感器驱动器对同位布置于内板的边缘,控制器补偿函数为h ( s ) = 2395s ~ ( 1 2 ) ; ( 2 )采用压电位移传感器,压电传感器驱动器对同位布置于整个太阳帆板的边缘,这是一种理想的情况,控制器补偿函数为h ( s ) = 244s ~ ( 1 2 ) ; ( 3 )采用压电速率传感器,压电传感器驱动器对同位布置于靠近星体的三块基板边缘,控制器补偿函数为h ( s ) = 2370s ~ ( 1 2 ) 。
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