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The rotational speed of a card cylinder with locally damaged card clothing is 400 rpm and the sliver
delivery rate is 100 m/min. The wavelength (m) of the periodic mass variation in the card sliver is
_________
delivery rate is 100 m/min. The wavelength (m) of the periodic mass variation in the card sliver is
_________
(Important - Enter only the numerical value in the answer)
Correct answer is between '0.24,0.26'. Can you explain this answer?
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The rotational speed of a card cylinder with locally damaged card clot...
The wavelength of the periodic mass variation in the card sliver can be determined using the formula:
Wavelength = (Rotational Speed)/(Sliver Delivery Rate)
Given that the rotational speed of the card cylinder is 400 rpm and the sliver delivery rate is 100 m/min, we can substitute these values into the formula to find the wavelength.
Wavelength = (400 rpm)/(100 m/min)
Converting rpm to radians per second:
1 rpm = (2π/60) rad/s
Wavelength = (400 rpm)(2π/60 rad/s)/(100 m/min)
Simplifying the units:
Wavelength = (400)(2π)/(60)(100) m
Wavelength = 2π/15 m
Calculating the numerical value:
Wavelength = 0.418879 m
The correct answer is between 0.24 and 0.26, so the calculated wavelength of 0.418879 m is not within the given range.
Therefore, it seems there may be an error in the calculations or information provided. Double-checking the given values and formula is recommended.
Wavelength = (Rotational Speed)/(Sliver Delivery Rate)
Given that the rotational speed of the card cylinder is 400 rpm and the sliver delivery rate is 100 m/min, we can substitute these values into the formula to find the wavelength.
Wavelength = (400 rpm)/(100 m/min)
Converting rpm to radians per second:
1 rpm = (2π/60) rad/s
Wavelength = (400 rpm)(2π/60 rad/s)/(100 m/min)
Simplifying the units:
Wavelength = (400)(2π)/(60)(100) m
Wavelength = 2π/15 m
Calculating the numerical value:
Wavelength = 0.418879 m
The correct answer is between 0.24 and 0.26, so the calculated wavelength of 0.418879 m is not within the given range.
Therefore, it seems there may be an error in the calculations or information provided. Double-checking the given values and formula is recommended.
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The rotational speed of a card cylinder with locally damaged card clothing is 400 rpm and the sliverdelivery rate is 100 m/min. The wavelength (m) of the periodic mass variation in the card sliver is_________(Important - Enter only the numerical value in the answer)Correct answer is between '0.24,0.26'. Can you explain this answer?
Question Description
The rotational speed of a card cylinder with locally damaged card clothing is 400 rpm and the sliverdelivery rate is 100 m/min. The wavelength (m) of the periodic mass variation in the card sliver is_________(Important - Enter only the numerical value in the answer)Correct answer is between '0.24,0.26'. Can you explain this answer? for GATE 2024 is part of GATE preparation. The Question and answers have been prepared according to the GATE exam syllabus. Information about The rotational speed of a card cylinder with locally damaged card clothing is 400 rpm and the sliverdelivery rate is 100 m/min. The wavelength (m) of the periodic mass variation in the card sliver is_________(Important - Enter only the numerical value in the answer)Correct answer is between '0.24,0.26'. Can you explain this answer? covers all topics & solutions for GATE 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The rotational speed of a card cylinder with locally damaged card clothing is 400 rpm and the sliverdelivery rate is 100 m/min. The wavelength (m) of the periodic mass variation in the card sliver is_________(Important - Enter only the numerical value in the answer)Correct answer is between '0.24,0.26'. Can you explain this answer?.
The rotational speed of a card cylinder with locally damaged card clothing is 400 rpm and the sliverdelivery rate is 100 m/min. The wavelength (m) of the periodic mass variation in the card sliver is_________(Important - Enter only the numerical value in the answer)Correct answer is between '0.24,0.26'. Can you explain this answer? for GATE 2024 is part of GATE preparation. The Question and answers have been prepared according to the GATE exam syllabus. Information about The rotational speed of a card cylinder with locally damaged card clothing is 400 rpm and the sliverdelivery rate is 100 m/min. The wavelength (m) of the periodic mass variation in the card sliver is_________(Important - Enter only the numerical value in the answer)Correct answer is between '0.24,0.26'. Can you explain this answer? covers all topics & solutions for GATE 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The rotational speed of a card cylinder with locally damaged card clothing is 400 rpm and the sliverdelivery rate is 100 m/min. The wavelength (m) of the periodic mass variation in the card sliver is_________(Important - Enter only the numerical value in the answer)Correct answer is between '0.24,0.26'. Can you explain this answer?.
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The rotational speed of a card cylinder with locally damaged card clothing is 400 rpm and the sliverdelivery rate is 100 m/min. The wavelength (m) of the periodic mass variation in the card sliver is_________(Important - Enter only the numerical value in the answer)Correct answer is between '0.24,0.26'. Can you explain this answer?, a detailed solution for The rotational speed of a card cylinder with locally damaged card clothing is 400 rpm and the sliverdelivery rate is 100 m/min. The wavelength (m) of the periodic mass variation in the card sliver is_________(Important - Enter only the numerical value in the answer)Correct answer is between '0.24,0.26'. Can you explain this answer? has been provided alongside types of The rotational speed of a card cylinder with locally damaged card clothing is 400 rpm and the sliverdelivery rate is 100 m/min. The wavelength (m) of the periodic mass variation in the card sliver is_________(Important - Enter only the numerical value in the answer)Correct answer is between '0.24,0.26'. Can you explain this answer? theory, EduRev gives you an
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