Structural Analysis
Structural Analysis
6th Edition
ISBN: 9781337630931
Author: KASSIMALI, Aslam.
Publisher: Cengage,
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Solve and draw shear and bending moment diagrams.

### Structural Beam Diagram The diagram represents a structural beam subjected to different forces and constraints: 1. **Beam Description**: - The beam is horizontal and segmented into parts labeled A, B, C, and D. 2. **Forces**: - At point A, there is a downward force labeled "10k" (presumably representing 10,000 units of force). - At point C, there is another downward force labeled "20k" (presumably 20,000 units). 3. **Supports**: - Point B has a roller-type support, allowing for vertical movement but not horizontal (denoted by a small circle on a hatched surface). - Point D is supported by a pin, restricting both vertical and horizontal movement, indicated by a triangle on a hatched surface. 4. **Distances**: - The section of the beam from A to B is 5 feet. - Another 5 feet from B to C. - From C to D is also 5 feet. This diagram serves as a fundamental representation useful for understanding concepts in physics and engineering, particularly in static equilibrium analysis.
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Transcribed Image Text:### Structural Beam Diagram The diagram represents a structural beam subjected to different forces and constraints: 1. **Beam Description**: - The beam is horizontal and segmented into parts labeled A, B, C, and D. 2. **Forces**: - At point A, there is a downward force labeled "10k" (presumably representing 10,000 units of force). - At point C, there is another downward force labeled "20k" (presumably 20,000 units). 3. **Supports**: - Point B has a roller-type support, allowing for vertical movement but not horizontal (denoted by a small circle on a hatched surface). - Point D is supported by a pin, restricting both vertical and horizontal movement, indicated by a triangle on a hatched surface. 4. **Distances**: - The section of the beam from A to B is 5 feet. - Another 5 feet from B to C. - From C to D is also 5 feet. This diagram serves as a fundamental representation useful for understanding concepts in physics and engineering, particularly in static equilibrium analysis.
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