Roll shape structure of roughing mill for rolling H-section steel
A billeting machine, H-beam technology, applied in the direction of rolls, metal rolling, metal rolling, etc., can solve the problems of wear, improper arc design, folding, etc., to improve production quality, increase the amount of excess steel, and eliminate the belly The effect of board folding
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Embodiment 1
[0034]A factory produces H-shaped steel with a specification of UC305mm×305mm, adopts the X-H rolling method, and the rolling mill is configured as a blanking mill and three reversing continuous rolling mills (UR-E-UF, UR is a universal roughing mill; E is 1 edge mill; UF is a universal finishing mill):
[0035] The blank is a special-shaped blank;
[0036] The pass design of the billet rolling mill is a horizontal rolling pass 8 and a vertical rolling pass 6, see image 3 , and the R angle of the roll of horizontal rolling pass 8 is processed into a sinusoidal shape, that is, the peak value is controlled at 0.1mm (can be controlled by rounding), the sine period is 24.7175, and the initial phase angle is -5.205. The analytical formula is: y=0.0917*sin(0.2542*x-5.205)-0.002.
[0037] The design of the R corner of the hole type is carried out according to the following table 1.
[0038] Table 1 pass design parameters
[0039] x
y / mm
8
0.007
...
Embodiment 2
[0044] A factory produces H-shaped steel with a specification of HN255mm×205mm, adopts the X-H rolling method, and the rolling mill is configured as a blanking mill and three reversible continuous rolling mills (UR-E-UF, UR is a universal roughing mill; E is 1 edge mill; UF is a universal finishing mill):
[0045] The blank is a special-shaped blank;
[0046] The pass design of the billet rolling mill is a horizontal rolling pass 8 and a vertical rolling pass 6, see image 3 , and the R angle of the roll of horizontal rolling pass type 8 is processed into a sinusoidal shape, that is, the peak value is controlled at 0.252mm (can be controlled by rounding), the sinusoidal period is 24.7175, and the initial phase angle is -5.205. The analytical formula is: y=0.251*sin(0.2542*x-5.205)-0.002.
[0047] Table 2 pass design parameters
[0048] x
y / mm
8
0.005
9
-0.058
10
-0.118
11
-0.170
12
-0....
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