| 1. | Particle simulation of helical traveling - wave tube
高效率空间行波管螺旋慢波系统的模拟优化 |
| 2. | Characteristics of serpentine circular groove guide slow - wave structure
曲折圆形槽波导慢波系统的高频特性 |
| 3. | Theory of one kind of slow wave system applicable to hollow electron beam
一种适用于空心电子束的慢波系统的理论 |
| 4. | Study of helix slow wave structure taking the radial thickness into account
考虑螺旋带径向厚度的螺旋线慢波系统的研究 |
| 5. | As the key component of the beam - wave interaction of a traveling wave tube ( twt ) for exciting microwave energy , the slow - wave structure ( sws ) basically determines the performance of the twt
慢波系统作为行波管注波互相作用以激励微波能量的核心部件，它的优劣直接决定了行波管的性能。 |
| 6. | At the same time the influence of the cavity in front of slow - wave structure and the length of a smooth drift tube which connect two sections of slow - wave structure are also studied in this dissertation
然后利用magic粒子模拟软件模拟了反射器对器件工作性能的影响,同时还分析了慢波系统前面的腔体以及两段式慢波结构中过渡段的长度对器件工作性能的影响。 |
| 7. | 4 . as an assistant analysis , cst microwave studio is applied to simulate dispersion characteristics and interaction impedance of rectangular groove guide . simulation show better agreement with theoretical results
四、作为一种辅助的分析方法,本文还利用cstmicrowavestudio对曲折矩形槽波导慢波系统的高频特性做了模拟仿真,得到了色散曲线和耦合阻抗,与理论结果符合很好。 |
| 8. | The key component of a high - power microwave device is the rf structure in which the beam and wave interact . to traveling wave tube ( twt ) . it is the slow - wave structure ( sws ) which basically determine the performance of the twt
高功率微波的重要研究领域之一是高功率微波源，而高功率微波源的核心部件是电子注与波进行互作用的场所，对行波管而言即为慢波系统，它的优劣直接影响高功率微波源的性能。 |
| 9. | Due to its advantages of high power capacity , weak dispersion , easier fabrication and low ohmic losses , the folded rectangular groove guide would be an excellent slow - wave structure in millimeter and submillimeter wave twts
曲折矩形槽波导结合了曲折波导散热能力强、色散特性好、容易加工和矩形槽波导单模工作、低损耗、大尺寸等优点，因此这种新型的慢波系统有可能在毫米波及亚毫米波段的行波管中具有较好的发展前景。 |
| 10. | The profile of arbitrary shaped groove is approximated by a series of rectangular steps and the " hot " dispersion equation of the coaxial arbitrary - shaped - groove slow - wave structure is derived by the self - consistent theory
摘要用阶梯近似的方法分析任意槽形加载的圆波导慢波系统中的场，采用自洽场理论，得到了任意槽形周期加载圆波导慢波系统在小信号条件下的“热”色散方程，并对结构参数对小信号增益的影响情况进行了研究。 |
