片语

charged-particle resonance带电粒子共振

charged ultrafine particle带电超微粒子

charged colloidal particle带电胶粒

charged d particle accelerator带电粒子加速器

charged d particle带电粒子

charged d particle accelerometer带电粒子加速度计

charged d particle emission带电粒子发射

charged sand particle带电沙粒

英汉例句

• it presents an effective and elegant tool for the analysis and correction of arbitrary order aberrations of charged particle optical systems.

  自动微分技术为带电粒子光学中的任意高阶像差分析与校正提供了一个很有效的工具。

• it is described how the optimization techniques are used for designing charged particle beam transport system.

  描述了最优化技术在带电粒子束流传输系统设计计算中的应用。

• at the beginning of the first chapter the derivation from the lagrange and hamilton to the motion equation of a charged particle in magnetic fields in classic mechanics is presented.

  论文的第一章是基础理论，一开始是推导经典力学中的单个带电粒子在电磁场中的运动方程，分别从拉氏量和哈密顿量推导。

• when charged particle beams traverse in an accelerating structure, the excited wake fields may dilute the beam energy spread and emittance.

  带电粒子束在穿过加速结构时激起的尾场，会导致束流能散和发射度的增大。

• the deflection of the secondary charged particle trajectories of eas in the geomagnetic field distorts the lateral distribution of the secondaries.

  广延大气簇射（eas）中次级带电粒子在地磁场中偏转，影响次级粒子的横向分布。

• differential algebra is a new mathematical method and a promising tool in charged particle optics.

  微分代数是带电粒子光学中新近出现的一个很有前途的数学工具。

• a new three dimensional constrained method to reconstruct the charged particle tracks for the forward spectrometers is introduced.

  本文介绍在前沖谱仪中重建带电粒子径迹的一种三维约束方法。

• hopefully most of you know that the electric field is a vector field that basically tells you what kind of force will be exerted on a charged particle that you put in it.

  希望大多数人都知道电场是向量场,电场描述了,对场中的带电小颗粒的力的作用。

• in computation, the elastic scattering, inelastic scattering, charged particle emission and radiation capture are under consideration.

  计算中考虑了弹性散射、非弹性散射、带电粒子发射和辐射俘获。

• we discussed the stability of both radial movement and axis movement of charged particle in infirm focusing magnetic field and obtained the term of stability.

  我们探讨了弱聚焦磁场中带电粒子轴向和径向运动的稳定性问题，得到稳定性条件。

• scientists have used data from voyager 1「s low-energy charged particle instrument to deduce the solar wind」s velocity.

  科学家们已经通过旅行者1号上面的低能带电粒子仪测量出了太阳风的速度。

• in this paper, we discuss the connection between the charged particle current and the displacement current, by analyzing the magnetic-field cause of single charged particle move.

  本文通过对单个带电粒子运动产生的磁场的分析，提供一种理解位移电流与带电粒子流的一致性的直观方式。

• the charged particle which enters the near cathode zone carries some energy.

  进入近阴极区的带电粒子是携带有能量的。

• that means it lacks sufficient energy, like x-rays and gamma rays, to remove an electron from an atom or a molecule to make a charged particle that can damage dna and biomolecules.

  也就是说，微波辐射与x射线和伽玛射线不同，是不具有足够的能量的，从而不会使原子或分子失去电子而变成带电粒子，造成dna及其它生命分子的损坏。

• double wave quantum theory is applied to describe the motion of charged particle in a uniform magnetic field. this description of the motion of the particle is complete.

  用双波量子理论描述带电粒子在均匀磁场中的运动，得到对单个粒子运动状况的完全描述。

• a charged particle moving through a gas or a solid produces ion pairs.

  带电粒子通过气体或固体就产生离子对。

• considering the condition of charged particle self-field the gain of fel is studied and compared to the results obtained by neglecting the self-field.

  研究了考虑带电粒子自有场时自由电子激光器的增益，并与忽略带电粒子自有场情况下所得的结果相比较。

• when a charged particle moves through the air, there are sparks.

  当带电的粒子在空气中运动时，会产生火花。

• by constructing principal function of a charged particle in electromagnetic field and using conservative system「s lagrange equation two formulas in maxwell」s equations are induced.

  构造了带电粒子在电磁场中的作用量，借助于保守力系的拉格朗日方程，导出了麦克斯韦方程中的两个式子。

• when and where a charged particle with given energy will enter or leave the magnetic field in a mass spectrometer, and how we use quantum mechanics to calculate them are interesting problems.

  一个已知能量的带电粒子在质谱仪中于何时何地进入和离开磁场，如何用量子力学来计算是个很有意思的问题。

• it is designed for identifying the sorts of nuclear particles in charged particle reactions.

  它是为带电粒子核反应研究中鑒别粒子种类而设计的。

• combined environment which consists of charged particle radiation and ultraviolet(uv) radiation exists in the medium and high earth orbit.

  在中高轨道上，存在着带电粒子辐射、紫外辐照等组成的综合辐射环境。

• the motion of charged particle acted upon by lorentz force and other external force are analyzed, calculating formulae of orbit equation and curvature radius are derived.

  分析了带电粒子受到洛伦兹力和其他恒定外力作用下的运动情况，导出了轨道方程和曲率半径的计算公式。

• when a charged particle zips through the chamber, the vapour condenses into a trail of droplets showing the particle「s path and, if the box is placed in a magnetic field, its electrical charge.

  当一个带电粒子快速穿越云室时，水汽会凝结形成一串小液滴，这样便标识出了该粒子的路径；若将容器置于一个磁场中，还能知道粒子所带电荷的性质。

• when a charged particle is in a magnetic field, it tends to travel along that field」s lines of force, spiralling as it goes.

  当一个带电微粒在磁场中时，它会倾向于沿着磁力线螺旋运动。

• actually, if you look at the electric field generated by a charged particle at the origin, it is given by exactly the same kind of formula, and there are magnetic fields and so on.

  事实上，如果从原点观察,由一个带点粒子产生的电场，其方程与上述方程是一样的，类似的例子还有磁场等等。