Chapter 3 - Rolling of metals
Chapter 3 - Rolling of metals
Chapter 3 - Rolling of metals
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h o<br />
Forces and geometrical relationships<br />
in rolling<br />
o<br />
αααα<br />
v x<br />
o vf<br />
x<br />
L p<br />
o<br />
bh v =<br />
o<br />
o<br />
y<br />
y<br />
R<br />
h f<br />
= bhv bh f v …Eq.1<br />
f<br />
• A metal sheet with a thickness h o enters<br />
the rolls at the entrance plane xx with a<br />
velocity v o .<br />
• It passes through the roll gap and leaves<br />
the exit plane yy with a reduced thickness<br />
h f and at a velocity v f .<br />
• Given that there is no increase in<br />
width, the vertical compression <strong>of</strong> the<br />
metal is translated into an elongation in<br />
the rolling direction.<br />
• Since there is no change in metal<br />
volume at a given point per unit time<br />
throughout the process, therefore<br />
Where b is the width <strong>of</strong> the sheet<br />
v is the velocity at any thickness h intermediate between h o and h f .<br />
Suranaree University <strong>of</strong> Technology Tapany Udomphol<br />
Jan-Mar 2007