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矩形槽的英文

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"矩形槽"怎么读用"矩形槽"造句

英文翻译手机手机版

  • rectangular notch
  • rectangular tank

例句与用法

  • Analysis of gaseous slip flow and heat transfer in micro rectangular channels
    矩形槽道内的气体滑移流动和传热分析
  • Estimation the turbulent dissipation rate in a horizontal rectangular duct by large eddy piv method
    方法测量水平矩形槽道内湍流耗散率
  • Generally , the use priority is given to rectangular groove , and triangle groove is used under ultra - high pressure and ultra - high vacuum
    一般情况下优先使用矩形槽,只有在特高压、特高真空的情况下才使用三角槽。
  • 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。
  • 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。
  • Considering the influence of high evanescent modes , we have obtained the common theory . by the comparing between theoretical calculation and experimental data , we found the theory can accurately describe the high - frequency characteristic of this kind of slow - wave helical groove structure . then , five representative shapes are chosen and researched particularly ( triangle shape , cosine shape , trapezoid shape , rectangular shape and swallow - tailed shape )
    主要工作成果和创新之处在于: 1 .通过考虑高次模式的影响,获得了一种更为精确分析任意槽形螺旋槽结构的普遍理论,经与实验测量值比较,发现它更能准确可靠地描述此类螺旋慢波结构的高频特性,然后详细研究了五种槽形状(三角形槽、余弦形槽、梯形槽、矩形槽和燕尾形槽)对螺旋槽慢波系统导波特性的影响。
  • The research methods of serpentine waveguide and groove guide have been introduced . eigen equation of rectangular groove guide is obtained by galerkin boundary integration equation method . more accurate results are got with four - order approximation , which show good convergence and better agreement with experimental data when compared with previously published papers
    利用galerkin积分方程法得到了矩形槽波导任意价精度下的本征方程,计算得到1到4价精度下的本征解,并且跟文献中的试验结果及其他方法得到的结果做了比较,结果显示,本文的结果更接近于试验数据,并且收敛速度快。
  • By comparing between the rectangular groove and curved groove , we find that two high stress area of rectangular groove o - ring occurs during the sealing period , and the wearing on the both inside and outside diameter surfaces ; the high stress area only happens at the part area of cone shaft , and the distribution of stress is more even than the former , and the wearing is on the inside diameter surface , the improvement of its distortions makes the service life of sealing lengthen
    通过矩形槽和弧形槽的对比研究发现,矩形槽o形圈在密封过程中出现两个高应力区,磨损发生在内径、外径两个表面_匕,弧形槽o形圈的高应力区仅出现在牙爪轴邻近的局部区域内,应力分布较前者更为均匀,磨损进发生在内径表面,其受力变形状况的改善将使密封寿命进一步提高。
  • Therefore , the common rectangular groove seals are often be changed into the curved groove with some arc degree . when the o - ring acted as sealing function is placed in the curve groove with suitable design , its stress , strain and friction are all improved so as to lengthen the service life of sealing . the finite element method has guide meaning to analyze and design of structure
    为此,普通矩形槽密封被尝试着改为具有一定弧度的弧形槽,当径向密封作用的o形圈被置于设计合理的弧形槽内,其受力、变形和摩擦状况均得到改善,有助于密封寿命的提;锐有限元法对结构的分析和设计具有指导意义。
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