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The intensity of normal pressure between the friction lining and the brake drum at any point is proportional to square of the vertical distance from the pivot.
- a)It is independent
- b)Proportional to vertical distance linearly
- c)Inversely proportion to vertical distance
- d)None of the listed
Correct answer is option 'B'. Can you explain this answer?
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The intensity of normal pressure between the friction lining and the b...
Explanation: It is proportional to the vertical distance linearly.
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The intensity of normal pressure between the friction lining and the b...
Proportional Relationship between Normal Pressure and Vertical Distance:
The intensity of normal pressure between the friction lining and the brake drum at any point is proportional to the square of the vertical distance from the pivot. This means that the relationship between normal pressure and vertical distance is not independent or inversely proportional, but rather linearly proportional.
Explanation:
- When the intensity of normal pressure is proportional to the square of the vertical distance, it means that as the vertical distance increases, the normal pressure also increases linearly.
- This relationship can be expressed as P ∝ h^2, where P is the normal pressure and h is the vertical distance from the pivot.
- This proportional relationship indicates that if the vertical distance is doubled, the normal pressure will increase by a factor of four (2^2 = 4).
- This linearly proportional relationship is important in understanding the distribution of normal pressure along the friction lining and brake drum, as it helps in determining the braking efficiency and performance of the system.
Therefore, the correct answer is option 'B': Proportional to vertical distance linearly.
The intensity of normal pressure between the friction lining and the brake drum at any point is proportional to the square of the vertical distance from the pivot. This means that the relationship between normal pressure and vertical distance is not independent or inversely proportional, but rather linearly proportional.
Explanation:
- When the intensity of normal pressure is proportional to the square of the vertical distance, it means that as the vertical distance increases, the normal pressure also increases linearly.
- This relationship can be expressed as P ∝ h^2, where P is the normal pressure and h is the vertical distance from the pivot.
- This proportional relationship indicates that if the vertical distance is doubled, the normal pressure will increase by a factor of four (2^2 = 4).
- This linearly proportional relationship is important in understanding the distribution of normal pressure along the friction lining and brake drum, as it helps in determining the braking efficiency and performance of the system.
Therefore, the correct answer is option 'B': Proportional to vertical distance linearly.
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