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Bonus For the truss in problem 1, calculate the force in member FH and state if it is tension or compression. Use a method of your choice. Make sure to draw necessary FBD(s).

Bonus For the truss in problem 1, calculate the force in member FH and state if it is tension or compression. Use a method of your choice. Make sure to draw necessary FBD(s).

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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**Bonus** For the truss in problem 1, calculate the force in member FH and state if it is tension or compression. Use a method of your choice. Make sure to draw necessary FBD(s).
Transcribed Image Text:**Bonus** For the truss in problem 1, calculate the force in member FH and state if it is tension or compression. Use a method of your choice. Make sure to draw necessary FBD(s).
**Problem #1** For the plane truss depicted on the right: a. **Determine all zero-force members and state the rule number you used in each case.** b. **Calculate the force in member AB and state if it is tension or compression. Use a method of your choice. Make sure to draw all necessary Free Body Diagrams (FBDs).** **Diagram Details:** - The truss consists of joints labeled A, B, C, D, E, F, G, H, and I. - Member AB is horizontal, and other members form a triangular and rectangular configuration. - Dimensions are provided as follows: - Vertical segments measure 5 feet each. - Horizontal segments measure 5 feet each. - Member DE is inclined and measures 2.5 feet horizontally. - Force at joint A is 10 kN acting vertically downward. - Force at joint D is 2 kN acting vertically downward. - Supports are shown at joints H and I: - Joint H has a fixed support. - Joint I has a roller support, allowing horizontal movement. **Instructions:** - Use structural analysis techniques to identify zero-force members. - Apply methods like method of joints or method of sections to calculate forces. - Ensure to draw and analyze Free Body Diagrams for accuracy.
Transcribed Image Text:**Problem #1** For the plane truss depicted on the right: a. **Determine all zero-force members and state the rule number you used in each case.** b. **Calculate the force in member AB and state if it is tension or compression. Use a method of your choice. Make sure to draw all necessary Free Body Diagrams (FBDs).** **Diagram Details:** - The truss consists of joints labeled A, B, C, D, E, F, G, H, and I. - Member AB is horizontal, and other members form a triangular and rectangular configuration. - Dimensions are provided as follows: - Vertical segments measure 5 feet each. - Horizontal segments measure 5 feet each. - Member DE is inclined and measures 2.5 feet horizontally. - Force at joint A is 10 kN acting vertically downward. - Force at joint D is 2 kN acting vertically downward. - Supports are shown at joints H and I: - Joint H has a fixed support. - Joint I has a roller support, allowing horizontal movement. **Instructions:** - Use structural analysis techniques to identify zero-force members. - Apply methods like method of joints or method of sections to calculate forces. - Ensure to draw and analyze Free Body Diagrams for accuracy.
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