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A roller bearing has a dynamic load capacity of 30 kN and radial load acting on bearing is 5 kN. The desired life for 90% of the bearing is 10000 hr. What is the speed (in rpm) at which bearing is working?
  • a)
    392.05
  • b)
    654.16
  • c)
    874.12
  • d)
    915.16
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
A roller bearing has a dynamic load capacity of 30 kN and radial load...
Life of bearing in million revolutions
Now for 90% life
n = 654.16 rpm
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Most Upvoted Answer
A roller bearing has a dynamic load capacity of 30 kN and radial load...
Given data:
Dynamic load capacity (C) = 30 kN
Radial load (P) = 5 kN
Desired life (Ld) = 10000 hr
Probability of survival (P) = 0.9

We can use the basic dynamic load rating (Cr) formula to find the speed (N) at which the roller bearing is working:

Cr = (P/C)^(1/3) x 1000

where, Cr is the basic dynamic load rating in kN and N is the speed in rpm.

Calculation:
Substituting the given values in the above formula, we get:

Cr = (5/30)^(1/3) x 1000
Cr = 0.6204 x 1000
Cr = 620.4 kN

Now, we can use the bearing life formula to find the speed at which the bearing is working:

Ld = (C/P)^p x (60/N)

where, p = 3 for roller bearings.

Substituting the given values in the above formula, we get:

10000 = (30/5)^3 x (60/N)
10000 = 6^3 x (60/N)
N = 60 x 6^3 / 10000
N = 654.16 rpm

Therefore, the speed at which the roller bearing is working is 654.16 rpm (option B).
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A roller bearing has a dynamic load capacity of 30 kN and radial load acting on bearing is 5 kN. The desired life for 90% of the bearing is 10000 hr. What is the speed (in rpm) at which bearing is working?a) 392.05b) 654.16c) 874.12d) 915.16Correct answer is option 'B'. Can you explain this answer?
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