Draw the shear diagram and moment diagram for the beam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Draw the shear diagram and moment diagram for the beam.
Transcribed Image Text:### Shear Force vs. Position Diagram
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#### Description
This graph illustrates the relationship between shear force (V) and position (x) along a beam.
#### Axes:
- **Y-Axis (Vertical)**: Shear Force (V) in Newtons (N)
- The scale ranges from -800 N to 800 N.
- Positive values are above the x-axis, and negative values are below the x-axis.
- **X-Axis (Horizontal)**: Position (x) in meters (m)
- The scale ranges from 0 m to 4 m.
- The distance is marked at intervals of 1 meter.
#### Grid:
- The grid is divided into smaller squares, with each major division on the y-axis representing 200 N and each major division on the x-axis representing 1 m.
- Red lines form the grid with thicker lines marking major divisions.
#### Educational Use:
This diagram is useful for understanding how the shear force varies along the length of a beam subjected to various loading conditions. It's fundamental in the study of statics and material mechanics, crucial for structural engineering and design. The positive and negative shear forces can indicate different types of loading and support reactions at various points on the beam.
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This precise information helps students and professionals analyze the shear force distribution efficiently and understand the behavior of structural elements under loads.
Transcribed Image Text:### Beam on Supports with Two Applied Forces
#### Description:
The diagram illustrates a horizontally positioned beam supported at two points, A and B, with two downward forces applied to the beam.
#### Detailed Explanation:
- The beam is supported on the left side (point A) and on the right side (point B).
- Two downward forces of 600 N each are applied on the beam. One force is applied at a point 1 meter from point A, and the other force is applied at a point 1 meter from point B.
- The overall length of the beam from point A to point B is 4 meters.
- The distance from point A to the first applied force is 1 meter.
- The distance between the two applied forces (center portion of the beam) is 2 meters.
- The distance from the second applied force to point B is 1 meter.
#### Analysis:
This setup represents a classic problem in statics used to understand the distribution of forces and moments on a beam with supports. The reaction forces at supports A and B will depend on the applied forces and their positions relative to each other and the supports.
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