Non-tangent expansion round steel hole type and production method
A tangent and round steel technology, applied in metal processing equipment, metal rolling, metal rolling, etc., can solve the problems of not meeting the high-precision requirements and difficult to meet the needs of high-precision bar rolling, and achieve easy processing and assembly Ease of operation, high degree of automation, and simplified mechanical equipment
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Embodiment 1
[0024] A non-tangential expansion round steel pass, which is composed of a base circle and non-tangential expansion parts located on both sides of the base circle. The specific dimensions of the base circle radius and notch width are as follows:
[0025] Base circle radius R1 =0.5×d×(1.007~1.02);
[0026] Notch width bk=d×(1.007~1.02)+(0.2~0.3);
[0027] Where: d is the nominal diameter of the round steel;
[0028] 1.007~1.02 is the coefficient of thermal expansion;
[0029] 0.2~0.3 is the groove width constant;
[0030] S is the roll gap, where S=1.5mm
[0031] D is the height of the groove bottom, D=R1-S / 2
[0032] R2 is the notch fillet radius, where R2=0.5mm.
[0033] Said by figure 2 As shown, first determine the roll seam line on the base circle, the distance between the upper and lower two roll seam lines is S, determine A point on the roll seam line according to the notch width bk, and the horizontal distance between A point and the center of the base circle is S...
Embodiment 2
[0038] Depend on figure 2 , image 3 As shown, adopt this method to draw out the non-tangential expansion hole pattern, with embodiment 1, figure 2 It is a schematic diagram of the drawing process of the non-tangential expansion high-precision round steel pass; the traditional pass design method is used to draw the arc expansion pass and the tangential expansion pass, and this method is used to draw the non-tangential expansion pass; image 3 It is a schematic diagram of the diagonal size difference corresponding to the design methods of arc expansion pass, tangential expansion pass, and non-tangential expansion pass. In the figure, it can be known that the distance from the largest part 1 of the circular arc expansion to the base circle is the largest, and the tangent The distance from the part 2 with the largest expansion size to the base circle is second, and the distance from the part 3 with the largest non-tangential expansion size to the base circle is the smallest.
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