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谐振模式 meaning in Chinese

mode of resonance

Examples

  1. Several issues that are crucial for hts filters packaging and jointing are discussed in detail
    本文详细介绍了屏蔽盒的设计思路,并对屏蔽盒谐振模式对超导滤波器的影响进行了讨论。
  2. This model proves to be successful in predicting resonant modes of acoustic field and explaining the axially symmetric deviation of the levitated samples near the reflector and emitter
    它可以成功地预测声场的谐振模式,并解释了靠近反射端和发射端的样品偏离对称轴的实验现象。
  3. It is found that the levitation force can be remarkably enhanced by choosing optimum value of r or d , and the possibility of this enhancement for spherically curved reflectors is the largest
    发现通过选择最优化的r或d值,可以显著提高声悬浮力,并且谐振模式数越小,反射端截面半径越大,提高的程度就越大。
  4. Then some cavity quantum electro - dynamic ( cqed ) effects are studied by experiment . the photoluminescence ( pl ) intensity enhancement at resonance wavelength and suppression at off - resonance wavelength , emission spectrum narrowing as well as emission intensity redistribution in space are observed in the microcavity device fabricated with distributed bragg reflector ( dbr ) and silver mirror as well as that done with two silver mirrors
    分别在带有dbr结构的平面微腔及全金属镜构成的平面微腔中观察到了谐振模式处的辐射增强及非谐振模式处的辐射抑制,发射谱线窄化以及辐射强度空间分布重组等腔量子电动力学现象。
  5. It also roundly researched the solution of the helmholtz equation in the circumrotating ellipsoidal coordinates , and discussed how to calculate the solution of the electro - magnetic field in the circumrotating ellipsoidal coordinates using special functions , and researched circumrotating ellipsoidal cavity ’ s latent value and quality parameter using arithmetic simulation , finally we compared the ellipsoidal cavity with the spheriform cavity . the main content of this thesis are as following : 1 . calculated the distribution of the electro - magnetic field inside the ellipsoidal cavity based on maxwell equations and boundary conditions , and confirmed the syntonic mode inside the ellipsoidal cavity using arithmetic methods
    本文从maxwell方程及其边界条件求解出椭球腔内的电磁场分布,较为全面的研究了旋转椭球坐标系下赫姆霍兹方程的解的问题,讨论了用特殊函数来求解旋转椭球坐标系下电磁场的解,并通过数值仿真研究了旋转椭球谐振腔的本征值和品质因数,并和球形谐振腔做了比较,主要内容为: 1 .用maxwell方程及其边界条件求解出椭球腔内的电磁场分布,并且分析了椭球腔内的谐振模式

Related Words

  1. 结构谐振
  2. 谐振电容器
  3. 谐振曲线
  4. 回旋加速器谐振
  5. 谐振加速
  6. 谐振加速器
  7. 谐振测量
  8. 谐振变压器
  9. 谐振碰撞
  10. 谐振电阻
  11. 谐振模
  12. 谐振模滤波器
  13. 谐振模数
  14. 谐振膜
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