The velocity factor for precision metallic gears cut with high accuracy and operating at velocities up to 20 m/s is equal to
A. $$\frac{{0.75}}{{0.75 + \sqrt {\text{v}} }}$$
B. $$\frac{3}{{3 + {\text{v}}}}$$
C. $$\frac{{4.5}}{{4.5 + {\text{v}}}}$$
D. $$\frac{6}{{6 + {\text{v}}}}$$
Answer: Option A
Join The Discussion
Comments ( 3 )
Related Questions on Machine Design
A cotter joint is used to connect two __________ rods.
A. Co-axial
B. Perpendicular
C. Parallel
D. None of these
The rated life of a bearing varies
A. Directly as load
B. Inversely as square of load
C. Inversely as cube of load
D. Inversely as fourth power of load
The bending stress in a curved beam is
A. Zero at the centroidal axis
B. Zero at the point other than centroidal axis
C. Maximum at the neutral axis
D. None of these
The centre to centre distance between two consecutive rivets in a row, is called
A. Margin
B. Pitch
C. Back pitch
D. Diagonal pitch
4.5/4.5+ v for careful cutting of gear and it's velocity up to 12.5 m/s.
6/6+v for accurate and velocity 20 m/s 0.75/0.75+v for precision and velocity up to 20 m/s (0.75/1+v )+ 0.25 for non metal gears.
Velocity factor.
3/(3+v): v
For mettalic D is the Correct answer.
No metallica option a is correct