ellipsoidal cavity meaning in English
椭球腔
Examples
- 2 . from the finite element theory and finite integral ’ s aspect , analyzed the structure of the high frequency field inside the ellipsoidal cavity with arithmetic simulation that carried through in computers
2 .从有限元理论和有限积分的角度出发,用计算机数值仿真对椭球谐振腔内的高频场结构进行分析。 - Based on all above , we also analyzed the interacting principles of the plasmas and electro - magnetic field inside the ellipsoidal cavity , depending on the different features of the electro - magnetic field and the plasmas
在此基础上,根据电磁场和等离子体的各自的性质特点,分析了在椭球谐振腔的内电磁场和等离子体的相互作用原理。 - Because of its own feature of the structure , ellipsoidal cavity has coupling microwave generated from one of the ellipsoidal center , and plasmas generated from the other ellipsoidal centre , so the plasmas is very centralize , so we can enlarge the area of disposition
椭球谐振腔因其结构的特点,可以满足大功率的需求,并且耦合微波从椭球的一个球心发出,在椭球的另一个球心产生等离子体,等离子体比较集中,而且沉积速度快,适合大面积的沉积。 - 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。