• Between electron density distribution of molecular frontier orbital energy and the substitute position, there were some dependencies.

    发现前线轨道能量与分子的电子密度分布及取代位置均有一定依赖关系。

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  • The electron density distribution in active zone, is analyzed and the helmholtz equation met by electric field is deduced. The numerical results ind…

    进而,对有源区的电子密度分布进行了分析,导出了光纤PCVD工艺有源区微波场满足的亥姆霍兹方程并进行了数值求解。

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  • We have obtained the electron density distribution in the normal direction of different targets. The time evolution of electron density of Cu plasma has been obtained.

    获得了不同靶材料等离子体的靶面法向电子密度分布,以及铜等离子体电子密度的时间演化。

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  • The spatial distribution of that image represents the electron density around the atom.

    图像的空间分布就代表了原子周围的电子密度。

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  • A laser pulse can modify the electron s state so that it has the density distribution shown in green.

    一束激光脉冲可以改变电子的状态,使得其有了图中绿色显示的密度分布。

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  • The results show that the density distribution of ion and electron is similar to electric field distribution.

    结果表明,在电离的初始阶段,电子、离子密度分布与场分布同步。

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  • The effect of plasma thickness, wave frequency, electron number density distribution on it is almost independent of the wave polarizing direction.

    等离子体厚度、入射波频率、电子数密度分布对功率反射系数的影响几乎与波的极化方向无关。

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  • The electron and ion density distribution and the electrostatic potential change a little in an oblique magnetic field.

    在倾斜磁场中,电子和离子密度分布以及静电势的变化非常小。

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  • Getting the plasma potential, floating potential, energy distribution and density of electron takes no more than two minutes.

    在两分钟之内可完成等离子体电位、悬浮电位、电子能量分布和电子密度的测量。

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  • The focusing properties of a space-charge lens depend on the size, shape and density distribution of its electron cloud.

    空间电荷透镜的聚焦特性决定于其电子云的大小、形状和密度分布。

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  • Average density and density distribution of electron and resonance Xenon are presented to study the process of discharge.

    研究了放电过程中各单元内电子、氙谐振态浓度分布和其平均浓度随时间的变化情况。

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  • The distribution in discharge space, time change of electric field intensity, electron and ion density and the current density are calculated.

    分别计算和分析了介质阻挡放电中电场、带电粒子浓度以及电流密度在放电空间的分布和随时间的演变过程。

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  • Moreover, the influences of the non-nearest neighbor hopping interactions and electron-phonon coupling on the distribution of the charge density and spin density are also discussed.

    此外,对系统中的电荷密度和自旋密度分布受非最近邻电子跳跃相互作用和电-声耦合的影响情况亦进行了讨论。

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  • The numerical results show that the binding energy depends on not only the effective mass and dielectric constant but also the spatial distribution of the electron probability density.

    数值计算结果表明,杂质结合能不仅依赖于电子有效质量和材料的静态介电常数,而且对没有外加势场时量子阱中电子几率密度的空间分布也很敏感。

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  • The electron density, the electron -neutral inelastic collision rates, the electron energy and the electron flux distribution are calculated.

    计算了电子的密度分布,电子与中性粒子的非弹性碰撞速率,以及电子能量和电子通量分布等。

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  • Getting the plasma potential, floating potential, energy distribution and density of electron takes no more than two minute...

    在两分钟之内可完成等离子体电位、悬浮电位、电子能量分布和电子密度的测量。

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  • Getting the plasma potential, floating potential, energy distribution and density of electron takes no more than two minute...

    在两分钟之内可完成等离子体电位、悬浮电位、电子能量分布和电子密度的测量。

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