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2. (a) Establish the documentation for shear and moment as we did in our class, (b) draw complete shear and moment diagrams for the beam, and (c) determine the magnitude and locations of the maximum moment Note: Ay = 2500 lb, B = 2250 lb. 375 lb/ft 1000 16 11 er

2. (a) Establish the documentation for shear and moment as we did in our class, (b) draw complete shear and moment diagrams for the beam, and (c) determine the magnitude and locations of the maximum moment Note: Ay = 2500 lb, B = 2250 lb. 375 lb/ft 1000 16 11 er

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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**Problem Statement:** 2. (a) Establish the documentation for shear and moment as we did in our class, (b) draw complete shear and moment diagrams for the beam, and (c) determine the magnitude and locations of the maximum moment. **Note:** \( A_y = 2500 \text{ lb} \), \( B = 2250 \text{ lb} \). **Beam Description:** - The beam is subject to three loads: - A concentrated force of 1000 lb applied 4 ft from the left end (point C). - A uniform distributed load of 250 lb/ft spanning 6 ft starting 4 ft from point A. - A varying distributed load with a maximum of 375 lb/ft starting 4 ft from point F and ending at point G (4 ft long). **Key Points Along the Beam:** - Points are labeled as C, A, D, E, F, B, and G. - Dimensions between points (from left to right): - C to A: 4 ft - A to D: 4 ft - D to E: 6 ft (covering the uniform distributed load) - E to F: 4 ft - F to B: 4 ft (covering the varying distributed load) - B to G: 4 ft **Reactions:** - \( A_y = 2500 \text{ lb} \): Reaction force at point A. - \( B = 2250 \text{ lb} \): Reaction force at point B. **Diagram Details:** - The beam is supported by reactions at the points of application (A and B). - A concentrated moment is shown in the center of the beam. This setup is typical for analyzing shear forces and bending moments in structural analysis problems in engineering. Calculate and plot the shear and moment diagrams based on the given loading conditions, and identify points of interest where the maximum moment occurs.
Transcribed Image Text:**Problem Statement:** 2. (a) Establish the documentation for shear and moment as we did in our class, (b) draw complete shear and moment diagrams for the beam, and (c) determine the magnitude and locations of the maximum moment. **Note:** \( A_y = 2500 \text{ lb} \), \( B = 2250 \text{ lb} \). **Beam Description:** - The beam is subject to three loads: - A concentrated force of 1000 lb applied 4 ft from the left end (point C). - A uniform distributed load of 250 lb/ft spanning 6 ft starting 4 ft from point A. - A varying distributed load with a maximum of 375 lb/ft starting 4 ft from point F and ending at point G (4 ft long). **Key Points Along the Beam:** - Points are labeled as C, A, D, E, F, B, and G. - Dimensions between points (from left to right): - C to A: 4 ft - A to D: 4 ft - D to E: 6 ft (covering the uniform distributed load) - E to F: 4 ft - F to B: 4 ft (covering the varying distributed load) - B to G: 4 ft **Reactions:** - \( A_y = 2500 \text{ lb} \): Reaction force at point A. - \( B = 2250 \text{ lb} \): Reaction force at point B. **Diagram Details:** - The beam is supported by reactions at the points of application (A and B). - A concentrated moment is shown in the center of the beam. This setup is typical for analyzing shear forces and bending moments in structural analysis problems in engineering. Calculate and plot the shear and moment diagrams based on the given loading conditions, and identify points of interest where the maximum moment occurs.
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