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Determine the force in member BE if the force on E is changed to 525kN. 17 kN | 24kN Answer: -1.5 m- BY 8 kN 1.5 m CV 7 kN 0.8 m OKN Tension CRN Compression

Determine the force in member BE if the force on E is changed to 525kN. 17 kN | 24kN Answer: -1.5 m- BY 8 kN 1.5 m CV 7 kN 0.8 m OKN Tension CRN Compression

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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**Title: Analyzing Forces in a Truss System** **Objective:** Determine the force in member BE if the force on point E is changed to 525 kN. **Diagram Description:** The diagram shows a truss system with six members forming a structure supported at points D and F. The points are connected as follows: - Horizontal Beam: A to B to C - Diagonal Members: A to E and B to E; B to E and C to F - Vertical Member: E to F **Forces Applied:** - A force of 7 kN is applied downward at points A and C. - A force of 24 kN is applied downward at point B. - An original force of 8 kN is applied downward at point E, which is to be analyzed as 525 kN. **Dimensions:** - Distance AD = DF = 1.5 m - Height from E to line AC = 0.8 m **Task:** Calculate the force in member BE when the force at point E is increased to 525 kN. Specify whether the member is under tension or compression. **Answer Section:** - Enter the calculated force for member BE. - Indicate if the force is in tension or compression. --- By analyzing this truss structure using methods such as the method of joints or sections, you can determine the internal forces in the members and their nature (tension or compression).
Transcribed Image Text:**Title: Analyzing Forces in a Truss System** **Objective:** Determine the force in member BE if the force on point E is changed to 525 kN. **Diagram Description:** The diagram shows a truss system with six members forming a structure supported at points D and F. The points are connected as follows: - Horizontal Beam: A to B to C - Diagonal Members: A to E and B to E; B to E and C to F - Vertical Member: E to F **Forces Applied:** - A force of 7 kN is applied downward at points A and C. - A force of 24 kN is applied downward at point B. - An original force of 8 kN is applied downward at point E, which is to be analyzed as 525 kN. **Dimensions:** - Distance AD = DF = 1.5 m - Height from E to line AC = 0.8 m **Task:** Calculate the force in member BE when the force at point E is increased to 525 kN. Specify whether the member is under tension or compression. **Answer Section:** - Enter the calculated force for member BE. - Indicate if the force is in tension or compression. --- By analyzing this truss structure using methods such as the method of joints or sections, you can determine the internal forces in the members and their nature (tension or compression).
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