梢速槳葉 的英文怎麼說

中文拼音 [shāojiǎng]
梢速槳葉 英文
tip speed
  • : 名詞(條狀物的較細的一頭) tip; the thin end of a twig etc : 鞭梢 whiplash; 辮子梢 the end of a p...
  • : Ⅰ形容詞(迅速; 快) fast; rapid; quick; speedy Ⅱ名詞1 (速度) speed; velocity 2 (姓氏) a surna...
  • : 名詞1. (劃船用具) oar; paddle 2. (螺旋槳) propeller
  • 槳葉 : awe; paddle
  1. The surface panel method has been applied to predict the hydrodynamic performance of highly skewed propeller. the surface of propeller and its trailing vortex are discreted by a number of small hyperboloidal quadrilateral panels with constant source and doublet distribution. for highly skewed propeller, the conventional method generating grid oriented along constant radii will result in a high aspect ratio and a high skewness and a twist panel near the propeller tip on blade surface, which result easily in incorrect calculation results of velovity on blade surface, even in iteration divergence and calculation failure. a “ non - conventional grid ” is developed to acoid these problems. this grid can effectively solve the problem of the calculation and convergence for highly skewed propeller. the non - linear kutta condition of equal pressure on upper and lower at the trailing edge is executed by the iterative procedure. by sample calculating, the obtained results are satisfied the experimental data

    採用面元法預報大側斜螺旋水動力性能,螺旋表面及尾渦面離散為四邊形雙曲面元,每個面元上布置等強度源匯和偶極子分佈.對于大側斜螺旋而言,表面採用常規的等半徑網格劃分方法在近處將導致大展弦比、大側斜和扭曲面元,這容易使表面度的計算結果不正確,甚至會導致迭代過程發散及計算失敗.文中建立了一種「非常規網格」劃分方法,能有效地解決大側斜螺旋的計算和收斂問題.隨邊處通過迭代實現非線性等壓庫塔條件
  2. In lifting - surface theory, the non - liner phenomena of the trailing vortex in the transition wake area and of the tip vortex separation are considered. in surface panel method hyperboloidal quadrilateral panels are employed and the morino ' s analytical formulation is used to determine the influence coefficients. the more reasonable pressure kutta condition is satisfied at the trailing edge of propeller blade

    在計算中,對于升力面理論,本論文考慮了過渡區尾渦收縮和分離的非線型現象的影響;對于面元法,本論文採用的是計算較為簡便的基於擾動度勢的基本公式及雙曲面形狀的面元,在隨邊滿足更趨合理的壓力kutta條件,並用morino導出的解析公式計算面元的影響系數的快有效的數值預報方法。
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