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On what does the basic static capacity of a ball bearing depends?
- a)Directly proportional to number of balls in a row and diameter of ball
- b)Directly proportional to square of ball diameter and inverse of number of rows of balls
- c)Directly proportional to number of balls in a row and square of diameter of ball
- d)Inversely proportional to square of diameter of ball and directly proportional to number of balls in a row
Correct answer is option 'C'. Can you explain this answer?
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On what does the basic static capacity of a ball bearing depends?a)Dir...
Basic Static Capacity of Ball Bearings
The basic static capacity of a ball bearing depends on the following factors:
Number of Balls in a Row
The number of balls in a row is directly proportional to the basic static capacity of a ball bearing.
Diameter of Ball
The square of the diameter of the ball is also directly proportional to the basic static capacity of a ball bearing.
Calculation
The basic static capacity of a ball bearing can be calculated using the following formula:
C0 = kD^n
where C0 is the basic static load rating, k is a constant, D is the ball diameter, and n is the number of balls in a row.
Conclusion
Therefore, the correct answer is option C, which states that the basic static capacity of a ball bearing is directly proportional to the number of balls in a row and the square of the diameter of the ball.
The basic static capacity of a ball bearing depends on the following factors:
Number of Balls in a Row
The number of balls in a row is directly proportional to the basic static capacity of a ball bearing.
Diameter of Ball
The square of the diameter of the ball is also directly proportional to the basic static capacity of a ball bearing.
Calculation
The basic static capacity of a ball bearing can be calculated using the following formula:
C0 = kD^n
where C0 is the basic static load rating, k is a constant, D is the ball diameter, and n is the number of balls in a row.
Conclusion
Therefore, the correct answer is option C, which states that the basic static capacity of a ball bearing is directly proportional to the number of balls in a row and the square of the diameter of the ball.
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Community Answer
On what does the basic static capacity of a ball bearing depends?a)Dir...
Static capacity of ball bearings is given by
Co = [k(d^2)Z] /5. d= dia and Z = no. of balls in a row
Co = [k(d^2)Z] /5. d= dia and Z = no. of balls in a row
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On what does the basic static capacity of a ball bearing depends?a)Directly proportional to number of balls in a row and diameter of ballb)Directly proportional to square of ball diameter and inverse of number of rows of ballsc)Directly proportional to number of balls in a row and square of diameter of balld)Inversely proportional to square of diameter of ball and directly proportional to number of balls in a rowCorrect answer is option 'C'. Can you explain this answer?
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