A strip with a cross section 150 mm x 4.5 mm is being rolled with 20% reduction of area using 450 mm diameter rolls. the angle subtended by the deformation zone at the roll center is (in radians)
0.02
0.03
0.01
0.06
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• Given:- A strip with a cross section 150 mm x 4.5 mm is being rolled with 20% reduction of area using 450 mm diameter rolls.
• To find:- The angle subtended by the deformation zone at the roll center (in radians)
• Solution:- we know,
θ = tan^(-1) [√(R∆h) / { R- (∆h/2)}]
according to the question,as we have 20% reduction in cross sectional area
150×4.5× 0.8 = 150×h
or, h = 3.6 mm
∆h= 4.5-3.6 = 0.9 mm
θ = tan^(-1) [√(225×0.9) / { 225- (0.9/2)}]= 362° = 0.06 rad
so, the angle subtended by the deformation zone at the roll center is (in radians) 0.06
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