Find the forces acting on the members BD and CE. Indicate if it is tension or compression.
Find the forces acting on the members BD and CE. Indicate if it is tension or compression.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Question
1. Find the forces acting on the members BD and CE. Indicate if it is tension or compression.

Transcribed Image Text:The image showcases a truss bridge subjected to external forces.
### Description:
- **Bridge Structure**: The bridge consists of interconnected straight members forming a truss with triangular units.
- **Supports**:
- **Left Support (A)**: Fixed at a point on solid ground.
- **Right Support (F)**: Resting on solid ground.
- **Dimensions**:
- The total span of the bridge is divided into two equal sections of 10 meters each between points A-B, B-D, and D-F.
- **Loads**:
- **Point B**: Subjected to a 60 kN vertical load.
- **Point D**: Subjected to an 80 kN vertical load.
- **Angle**:
- The angle between member AC and horizontal line AB is 20°.
### Coordinate System:
- An XY coordinate system is shown, with:
- **X-axis**: Horizontal direction.
- **Y-axis**: Vertical direction.
This diagram is an example of structural analysis, where the aim is to understand how forces distribute throughout the bridge under given conditions.
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