A strip 300 mm wide and 25 mm thick is rolled to a final thickness of 21 mm with ∅500 mm rolls running at 60 RPM. K = 275 MPa and n=0.2. Using two passes of draft = 2 mm (i.e. t1=23 mm and t2=21 mm) , the class found that the rolling forces were 936 and 1220 kN respectively, and that the power requirement was 171 kW (based on the 2nd pass). It is hypothesized that since the flow stress is higher for the 2nd pass, the power requirement would be reduced by taking the first pass at the maximum draft of 2.5 mm (i.e., t1=22.5 mm and t2=21 mm). Compute the rolling forces and the power requirement for this modification of the process. (Pass 1: F=1096 kN, t=13.7 x 103 Nm per roll, P=86.1 kW per roll; Pass 2: F=1076 kN, t=10.4 x 103 Nm per roll, P=65.5 kW per roll)
A strip 300 mm wide and 25 mm thick is rolled to a final thickness of...
Q.6 Rolling A 28+Y mm thick, 275+X mm wide metal strip is fed through a two – high rolling mill; each roll has a radius of 240+Z mm having a rotational speed of 48+Z rpm. The strip thickness is to be reduced to 24+Y mm in one pass. The strength coefficient of the work material is 270 MPa and strain-hardening exponent is 0.12. Determine: a- The minimum coefficient of friction between the strip and roll surface μ (Use dmax =...