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The belting can transmit maximum power when maximum total tension in belt equals
- a)twice the centrifugal tension
- b)thrice the centrifugal tension
- c)four times the centrifugal tension
- d)half the centrifugal tension
Correct answer is option 'B'. Can you explain this answer?
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The belting can transmit maximum power when maximum total tension in b...
Introduction:
In mechanical power transmission systems, belts are often used to transfer power between two rotating shafts. The efficiency of power transmission depends on the tension in the belt. The maximum power transmission occurs when the total tension in the belt is optimized. This can be achieved by considering the centrifugal tension in the belt.
Explanation:
To understand why the maximum total tension in the belt should be three times the centrifugal tension, we need to consider the different types of tensions acting on the belt during power transmission.
1. Tension in the tight side:
The tight side of the belt experiences tension due to the driving force applied to the belt. This tension is responsible for transmitting power from the driver shaft to the driven shaft.
2. Tension in the slack side:
The slack side of the belt experiences less tension compared to the tight side. This tension is necessary to maintain the belt's position on the pulleys and prevent slippage.
3. Centrifugal tension:
When the belt is in motion, it experiences centrifugal forces due to its own weight. These forces create tension in the belt, which opposes the driving force. The centrifugal tension increases with the speed of the belt.
4. Total tension:
The total tension in the belt is the sum of the tension in the tight side, tension in the slack side, and the centrifugal tension.
Maximizing power transmission:
To maximize power transmission, we need to optimize the tension in the belt. The tension in the tight side and slack side should be balanced to prevent excessive wear and slippage. Additionally, the centrifugal tension should be considered.
When the total tension is twice the centrifugal tension (as mentioned in option A), the belt may experience excessive wear and slippage. This can lead to reduced power transmission efficiency and potential belt failure.
On the other hand, when the total tension is thrice the centrifugal tension (as mentioned in option B), the tension in the belt is balanced, and the centrifugal tension is properly accounted for. This ensures efficient power transmission without excessive wear or slippage.
Therefore, the correct answer is option B - thrice the centrifugal tension.
In mechanical power transmission systems, belts are often used to transfer power between two rotating shafts. The efficiency of power transmission depends on the tension in the belt. The maximum power transmission occurs when the total tension in the belt is optimized. This can be achieved by considering the centrifugal tension in the belt.
Explanation:
To understand why the maximum total tension in the belt should be three times the centrifugal tension, we need to consider the different types of tensions acting on the belt during power transmission.
1. Tension in the tight side:
The tight side of the belt experiences tension due to the driving force applied to the belt. This tension is responsible for transmitting power from the driver shaft to the driven shaft.
2. Tension in the slack side:
The slack side of the belt experiences less tension compared to the tight side. This tension is necessary to maintain the belt's position on the pulleys and prevent slippage.
3. Centrifugal tension:
When the belt is in motion, it experiences centrifugal forces due to its own weight. These forces create tension in the belt, which opposes the driving force. The centrifugal tension increases with the speed of the belt.
4. Total tension:
The total tension in the belt is the sum of the tension in the tight side, tension in the slack side, and the centrifugal tension.
Maximizing power transmission:
To maximize power transmission, we need to optimize the tension in the belt. The tension in the tight side and slack side should be balanced to prevent excessive wear and slippage. Additionally, the centrifugal tension should be considered.
When the total tension is twice the centrifugal tension (as mentioned in option A), the belt may experience excessive wear and slippage. This can lead to reduced power transmission efficiency and potential belt failure.
On the other hand, when the total tension is thrice the centrifugal tension (as mentioned in option B), the tension in the belt is balanced, and the centrifugal tension is properly accounted for. This ensures efficient power transmission without excessive wear or slippage.
Therefore, the correct answer is option B - thrice the centrifugal tension.
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The belting can transmit maximum power when maximum total tension in belt equalsa)twice the centrifugal tensionb)thrice the centrifugal tensionc)four times the centrifugal tensiond)half the centrifugal tensionCorrect answer is option 'B'. Can you explain this answer?
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The belting can transmit maximum power when maximum total tension in belt equalsa)twice the centrifugal tensionb)thrice the centrifugal tensionc)four times the centrifugal tensiond)half the centrifugal tensionCorrect answer is option 'B'. Can you explain this answer? for Mechanical Engineering 2024 is part of Mechanical Engineering preparation. The Question and answers have been prepared according to the Mechanical Engineering exam syllabus. Information about The belting can transmit maximum power when maximum total tension in belt equalsa)twice the centrifugal tensionb)thrice the centrifugal tensionc)four times the centrifugal tensiond)half the centrifugal tensionCorrect answer is option 'B'. Can you explain this answer? covers all topics & solutions for Mechanical Engineering 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The belting can transmit maximum power when maximum total tension in belt equalsa)twice the centrifugal tensionb)thrice the centrifugal tensionc)four times the centrifugal tensiond)half the centrifugal tensionCorrect answer is option 'B'. Can you explain this answer?.
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