嚙合平面 的英文怎麼說

中文拼音 [nièpíngmiàn]
嚙合平面 英文
plane of action
  • : 動詞[書面語]1. (鼠、兔等用牙啃或咬) gnaw (at) 2. (侵蝕) erode
  • : 合量詞(容量單位) ge, a unit of dry measure for grain (=1 decilitre)
  • : Ⅰ形容詞1 (沒有高低凹凸 不頃斜) flat; level; even; smooth 2 (高度相同; 不相上下) on the same l...
  • : Ⅰ名詞1 (頭的前部; 臉) face 2 (物體的表面) surface; top 3 (外露的一層或正面) outside; the ri...
  1. Gs series high speed involute cylindrical gear box is hard gear side box which is according to national criteria to design and manufacture. its structure form is outside engaged straight fear, oblique tooth gear or herringbone gear of single, closed and parallel axis

    Gs系列高速漸開線圓柱齒輪箱是按照國際標準設計、生產的硬齒齒輪箱,其結構形式為外的直齒、斜齒或人字齒結構,單級、閉式、行軸傳動。
  2. On the basis of the engage efficiency and lubricious conditions, theoretical transmission efficiency with the different drive ratios ( 1 / 50 and 6 / 31 ) of involute cylinder worm gears is analyzed. at the same time, the change trend of engage efficiency and transmission efficiency with different design parameters is discussed. the experimental investigation on transmission efficiency

    從漸開線蝸輪蝸桿傳動的效率和潤滑條件兩個方對不同傳動比的漸開線圓柱蝸桿的傳動效率進行理論分析,並通過傳動比分別為1 / 50和6 / 31的漸開線圓柱蝸桿設計參數得到蝸桿潤滑條件的理論分析結果和蝸桿效率、傳動效率的變化趨勢,同時利用電測法對蝸桿傳動的傳動效率、潤滑油衡溫度進行測試,將測試數據與理論計算結果進行對比分析,得出理論分析結果的正確性。
  3. On the condition of “ many - head ” and “ small drive ratio ” , the plane double enveloping hourglass worm can not settle the problem of undercutting and sharpening simultaneously. it has devoted to a new type hourglass worm _ sphere double enveloping hourglass worm. the coordinate system is established according to the frock. the meshing equation and the tooth equation of worm and gear have been developed and the distribution of contact line on gear tooth is analyzed. to evaluate the meshing quality , four meshing quality indexes and five original parameters are put forward. through mass programming computing , the relations between meshing quality and original parameters are derived and depicted by graphs

    考慮到二次包絡環蝸桿傳動在多頭小傳動比條件下根切與齒頂變尖的矛盾很難同時解決且性能較差,介紹了一種新型環蝸桿傳動? ?球二次包絡環蝸桿傳動.在研究過程中,根據工裝建立了坐標系,根據一二包過程的運動關系推得了方程和蝸桿與蝸輪的齒方程,分析了蝸輪齒上的接觸線分佈.為了評價性能,提出了4項性能指標和5項原始參數,通過大量編程計算得到了性能指標與原始參數之間的關系,並以圖表直觀的表示
  4. Creative points and all tasks having be finished are briefly shown below : according to the classical space meshing theory, we have strictly deduced a series of formulae such as the equation of contacting line of worm, the equation of the second limiting curve of worm gear, and the equation of working surface and non - working surface, etc. and we have deeply studied the algorism of the actual contacting lines of worm gear drive

    本文的主要創新點和成果如下:基於經典共軛理論,對二包蝸桿副的運動關系進行了嚴密分析,獲得了蝸桿副齒方程、蝸桿齒一界曲線方程、蝸輪齒二界曲線方程等一系列齒分析所必須的數學公式,並深入研究了蝸桿副齒接觸線的演算法,為蝸桿副的三維數字化造型打下了堅實的數學基礎。
  5. It was pointed out that the actual center - line and theoretic meshing line of the paired gears varied in the form of planar motion due to the system vibration, and the actual meshing line was curvilinear

    結果表明,由於系統振動的原因,齒輪副的實際中心線和理論線是以運動方式變化的,實際線(即點的軌跡)是一條曲線。
  6. The states of motions and victories and forces of the worm engaging point were been analysis. the motions and forces of the worm engaging point have been initiate by the program with matlab. the 3d motions of plane double enveloping worm has been emulated with solidege and flash

    應用solidege三維實體造型軟體,進行二次包絡環蝸桿傳動的運動狀態的動態模擬,模擬了二次包絡環蝸桿傳動的運動狀態,再現了蝸桿的運動狀態的模擬。
  7. Flat disc. floating stem - disc engagement, hardfaced with 13 cr, stellite 6, ss 316 or monel, ground and lapped with seat. disc in ss 316 hardfaced with stellite 6 also available

    閥瓣。浮動的閥桿-閥瓣, 13cr 、鎢鉻鈷金6 、不銹鋼316或蒙乃爾表硬化、研磨拋光的閥座。表鎢鉻鈷金6硬化的316不銹鋼閥瓣也可供用戶選擇。
  8. This thesis reviewed the mesh theory of plane double - enveloping worm gearing : the equations including the first enveloping equation, the second enveloping equation, contact line equations of the first enveloping and the second enveloping, boundary equations of the first enveloping and the second enveloping, the equations of relative velocity and absolute velocity

    本文介紹了二次包絡環蝸桿傳動的原理基礎:第一次包絡方程和第二次包絡方程,相對速度、相對角速度方程,第一次包絡的接觸線方程,第二次包絡的接觸線方程,以及第一次、第二次包絡的一界線方程和二界線方程。
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