-0.7 m - |0.15 m 0.2 m W D.15 m B. DE Forks 0.2 m A 0.3 m F
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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The four-bar linkage operates the forks of a fork lift truck. The force
supported by the forks is W=8KN. Determine the reactions on member CDE.

Transcribed Image Text:The image illustrates a mechanical lever system, consisting of interconnected bars and joints, designed for lifting with a pair of forks labeled as "W". Here's a detailed explanation:
1. **Structure Components**:
- The system is anchored at point \( A \) on the ground, which connects to segment \( AB \).
- Segment \( AB \) has a vertical portion measuring 0.15 meters from the ground, then extends horizontally by 0.2 meters to connect to point \( B \).
2. **Segment Geometry**:
- Point \( B \) connects to segment \( BC \), which ascends at an angle.
- From point \( B \) to point \( C \), the length is 0.2 meters, moving upward and slightly left.
3. **Fork Mechanism**:
- From point \( C \), segment \( CD \) extends horizontally for 0.7 meters to the right towards the lifting forks.
- The forks are depicted at the end of segment \( CD \), facing downwards, illustrating the direction of load \( W \) which acts on the forks.
4. **Support and Articulation**:
- An intermediate support system is present involving segments \( DE \) and \( EF \).
- Segment \( DE \) extends 0.3 meters downward from \( C \), connecting to point \( E \).
- Point \( E \) extends back upwards and slightly to the right to point \( F \), resting on the ground, which is positioned 0.2 meters horizontally from point \( D \).
5. **Hydraulic/Pneumatic Cylinder**:
- A hydraulic or pneumatic cylinder, labeled \( F \), connects to point \( D \) with an inclined arm reaching from the base at \( F \) up 0.3 meters to point \( D \).
- This cylinder provides the necessary force to push or pull the system as needed for operation.
This system likely models a simplified forklift or material handling apparatus used in engineering education to demonstrate force distribution and mechanical advantage principles.
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