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Machine Design

Machine Design
Shear stress theory is applicable for

Elastic materials
Brittle materials
Ductile materials
All of these

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Machine Design
In a multiple V-belt drive, if one of the belts break, then

The broken belt need not to be replaced
Only the broken belt is replaced
The entire set of belts is replaced
The broken belt and the belt on either side of it, is replaced

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Machine Design
The taper on key is given on

Any side
On both sides
Bottom side only
Top side only

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Machine Design
The ratio of belt tensions (p1/p2) considering centrifugal force in flat belt is given byWhere m = mass of belt per meter (kg/m)v = belt velocity (m/s)f = coefficient of frictiona = angle of wrap (radians)

P1 / P2 = e–ᶠα
(P1 - mv²)/ (P2 - mv²) = e–ᶠα
(P1 - mv²)/ (P2 - mv²) = eᶠα
P1 / P2 = eᶠα

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Machine Design
Lewis form factor for 14½° composite and full depth involute system is (where T = Number of teeth)

0.154 - (0.912/T)
0.124 - (0.684/T)
None of these
0.175 - (0.841/T)

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Machine Design
A special case of ductility which permits materials to be rolled or hammered into thin sheets, is called

Plasticity
Elasticity
Malleability
Ductility

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