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Problem 8.26 Draw the influence lines for the shear and bending moment at point E of the beam shown. E F B D Hinge Hinge Fom t 6 m 6 m -6 m -6 m- 6 m FIG. P8.24, P8.26

Problem 8.26 Draw the influence lines for the shear and bending moment at point E of the beam shown. E F B D Hinge Hinge Fom t 6 m 6 m -6 m -6 m- 6 m FIG. P8.24, P8.26

Structural Analysis
Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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**Problem 8.26** Draw the influence lines for the shear and bending moment at point E of the beam shown. **Explanation of the Diagram:** - The diagram represents a beam labeled from A to G. - The beam is supported at various points: - A pin support at point A. - Roller supports at points C and G. - Hinges are located at points D and F. - The beam is divided into segments, each measuring 6 meters in length: - A to B is 6 meters. - B to C is 6 meters. - C to D is 6 meters. - D to E is 6 meters. - E to F is 6 meters. - F to G is 6 meters. This configuration is used to develop the influence lines for shear force and bending moment at point E. Influence lines help in understanding how moving loads affect specific locations on a structure, which is critical in structural analysis and design. **FIG. P8.24, P8.26**
Transcribed Image Text:**Problem 8.26** Draw the influence lines for the shear and bending moment at point E of the beam shown. **Explanation of the Diagram:** - The diagram represents a beam labeled from A to G. - The beam is supported at various points: - A pin support at point A. - Roller supports at points C and G. - Hinges are located at points D and F. - The beam is divided into segments, each measuring 6 meters in length: - A to B is 6 meters. - B to C is 6 meters. - C to D is 6 meters. - D to E is 6 meters. - E to F is 6 meters. - F to G is 6 meters. This configuration is used to develop the influence lines for shear force and bending moment at point E. Influence lines help in understanding how moving loads affect specific locations on a structure, which is critical in structural analysis and design. **FIG. P8.24, P8.26**
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