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Volume 3 nr 1 / 2011 - Academia Oamenilor de Stiinta din Romania

Volume 3 nr 1 / 2011 - Academia Oamenilor de Stiinta din Romania

Volume 3 nr 1 / 2011 - Academia Oamenilor de Stiinta din Romania

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Y d Notations:Analytical Evaluation of Crack Propagation for Bulb Hydraulic Turbines Shafts 53a 2 2Y R a d b X(3)br (D i = 2 r) – radius/diameter of the inner circle of the shaft (300/600 mm);R (D e = 2 R) – radius/diameter of the outer circle of the shaft in the analysedcross section (600/1200 mm);a – ellipse minor semi-axis;b – ellipse major semi-axis;d – <strong>de</strong>pth of the fissure;c – length of the fissure measured on the circle periphery;X – abscissa;Y – or<strong>din</strong>ate measured from the origin O;y – or<strong>din</strong>ate measured from the origin O 1 ;α – angle between the radius of point (X 1 , Y 1 ) and the or<strong>din</strong>ate.1100Notaţii9001000800900aKd800O1700600500400300200cbR-y1Y1OO1=A700600500400300200YC1YC2d=103050100150200250d=300100r0O0 100 200 300 400 500 600XX 110000 100 200 300 400 500 600X Fig. 7. NotationsFig. 8. Intersection shaft/cracksTo <strong>de</strong>termine the crack semi-length “c” is nee<strong>de</strong>d the angle α (in circular measure)ma<strong>de</strong> by the radius, which goes through the crack end and the or<strong>din</strong>ate axis (seeFigure 7). The equations are:Xtg and c R (4)YCopyright © Editura Aca<strong>de</strong>miei <strong>Oamenilor</strong> <strong>de</strong> Știință <strong>din</strong> România, <strong>2011</strong>Watermark Protected

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