Problem 5: Draw the shear and moment diagrams for the beam. 600 N 600 N A B 1 m- 2 m -1 m-

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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**Problem 5:** Draw the shear and moment diagrams for the beam.

**Diagram Description:**

- The beam is supported at two points: Point A and Point B.
- At Point A, there is a pin support represented by a triangular shape.
- At Point B, there is a roller support represented by a circular shape.
- The beam is horizontal and spans a total distance of 4 meters.
- Two vertical forces are acting on the beam: 
  - The first force of 600 N is applied at a point 1 meter from the left end (Point A).
  - The second force of 600 N is applied at a point 3 meters from the left end (or 1 meter from the right end, Point B).
- Distances between supports and forces are labeled as:
  - 1 meter from Point A to the first force.
  - 2 meters between the two forces.
  - 1 meter from the second force to Point B.

The task is to draw the shear and moment diagrams based on the given forces and supports. These diagrams visually represent how the shear forces and bending moments vary along the length of the beam.
Transcribed Image Text:**Problem 5:** Draw the shear and moment diagrams for the beam. **Diagram Description:** - The beam is supported at two points: Point A and Point B. - At Point A, there is a pin support represented by a triangular shape. - At Point B, there is a roller support represented by a circular shape. - The beam is horizontal and spans a total distance of 4 meters. - Two vertical forces are acting on the beam: - The first force of 600 N is applied at a point 1 meter from the left end (Point A). - The second force of 600 N is applied at a point 3 meters from the left end (or 1 meter from the right end, Point B). - Distances between supports and forces are labeled as: - 1 meter from Point A to the first force. - 2 meters between the two forces. - 1 meter from the second force to Point B. The task is to draw the shear and moment diagrams based on the given forces and supports. These diagrams visually represent how the shear forces and bending moments vary along the length of the beam.
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