There is a short link at E. A -5 ft--5 ft- B -10 ft- E -10 ft- D
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Question
Using the Muller-Breslau principle, draw the influence lines for the following:
a) The shear at C.

Transcribed Image Text:**Description of the Diagram:**
The diagram depicts a horizontal beam supported at three points, labeled A, C, and D, with point E having a short link connecting two segments of the beam. The beam is divided into distinct sections by these points.
- **Point A:** Located on the far left end, this point appears to be a fixed support which might allow rotation but not translation.
- **Point C:** Marked 5 feet to the right of point A. This support appears to provide vertical support to the beam.
- **Point B:** Located 5 feet to the right of point C. This point is likely another support or simply a point of interest on the beam.
- **Point E:** Positioned 10 feet to the right of point B, highlighted as having a short link. This may indicate a hinge or a point of articulation allowing for some movement or load transition between two beam segments.
- **Point D:** Located 10 feet to the right of point E, at the far right end of the beam. This appears to be another support, possibly similar to point A.
**Distance Measurements:**
- The distance between points A and C is 5 feet.
- The distance between points C and B is an additional 5 feet.
- The distance between points B and E is 10 feet.
- The distance between points E and D is 10 feet.
This setup is typically used in structural analysis to study the forces and moments acting on the beam to ensure stability and strength. Each point of support serves a specific function in maintaining the balance of the beam under various load conditions.
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