折線形断面と多角形断面の翼列理論

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タイトル別名
  • Theory of the Lattice of Blades, of Angle Section and of Polygonal Section
  • オレセンケイ ダンメン ト タカッケイ ダンメン ノ ヨクレツ リロン

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抄録

The present paper is primarily aimed at numerical investigation which follows the author's general theory unfolded in the latest issue of the same publication, especially in the field of the blade lattice of the angle profiles. Also it comprises a section assigned to the multi-valued function for conformal representation which appears in the case of two circles intersecting each other. Then the author deduces another method based on a unit circle instead of two circles for conformal representation of the blade lattice of the angle profiles. Further me analyses the blade lattice of the polygonal profiles by means of a different method, giving some numerical examples. From the results thus obtained, he summarizes some useful considerations that apply to the thick and deep-cambered profiles in cascade, tagether with comparison of the different methods taken above for calculations.

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