A. The mechanism shown is used to feed cartons to a labeling machine. The drive shaft rotates clockwise. The ram weights 1.5 lb and the coefficient of friction between the ram and the machine is 0.2. Gravitational acceleration: g = 386 in/s². The weight of all other links is negligible. The linear ram acceleration is 5378 in/s² (horizontal direction, sense: to the left). 1. Draw the kinematic diagram. 2. For the instant shown, determine the torque required from the drive shaft to operate the ram.
A. The mechanism shown is used to feed cartons to a labeling machine. The drive shaft rotates clockwise. The ram weights 1.5 lb and the coefficient of friction between the ram and the machine is 0.2. Gravitational acceleration: g = 386 in/s². The weight of all other links is negligible. The linear ram acceleration is 5378 in/s² (horizontal direction, sense: to the left). 1. Draw the kinematic diagram. 2. For the instant shown, determine the torque required from the drive shaft to operate the ram.
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Transcribed Image Text:A. The mechanism shown is used to feed cartons to a labeling machine. The drive shaft
rotates clockwise. The ram weights 1.5 lb and the coefficient of friction between the ram and
the machine is 0.2.
Gravitational acceleration: g = 386 in/s².
The weight of all other links is negligible.
The linear ram acceleration is 5378 in/s² (horizontal direction, sense: to the left).
1. Draw the kinematic diagram.
2. For the instant shown, determine the torque required from the drive shaft to
operate the ram.
3"
-40°
Connecting rod
Ram
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How different the results would be if the linear ram acceleration is 5378 in/s² horizontal direction, sense: to the RIGHT ?
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