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.
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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
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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