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The portion of truss shown represents the upper part of a power transmission line tower. The 2.7 kN force is 60° from the vertical. For the given loading, determine all zero force members. a. Use the Method of Section to find the forces in members BC, EH and EJ; b. Use the Method of Joints to find the forces in members BD and DE; Answers: FBC = 0.9878 kN, T, FEH = 2.9228 kN, C, FEJ = 0.5841 kN, C, FBD = 1.3171 kN, T, FDE = 0.3576 kN, C 1.60 m -2.21 m- -2.21 m- Bl A 0.60 m 0.60 m C E 2.7 kN 1.20 m 1.2 kN H G (0.60 m 10.60 m |K -2.97 m 1.20 m 1.2 kN N 1.2 kN M! 0.60 m 0.60 m R 1.2 kN 1.2 kN S T

The portion of truss shown represents the upper part of a power transmission line tower. The 2.7 kN force is 60° from the vertical. For the given loading, determine all zero force members. a. Use the Method of Section to find the forces in members BC, EH and EJ; b. Use the Method of Joints to find the forces in members BD and DE; Answers: FBC = 0.9878 kN, T, FEH = 2.9228 kN, C, FEJ = 0.5841 kN, C, FBD = 1.3171 kN, T, FDE = 0.3576 kN, C 1.60 m -2.21 m- -2.21 m- Bl A 0.60 m 0.60 m C E 2.7 kN 1.20 m 1.2 kN H G (0.60 m 10.60 m |K -2.97 m 1.20 m 1.2 kN N 1.2 kN M! 0.60 m 0.60 m R 1.2 kN 1.2 kN S T

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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The portion of truss shown represents the upper part of a power transmission line tower. The 2.7 kN force is 60° from the vertical. For the given loading, determine all zero force members. a. Use the Method of Section to find the forces in members BC, EH and EJ; b. Use the Method of Joints to find the forces in members BD and DE; Answers: FBC = 0.9878 kN, T, FEH = 2.9228 kN, C, FEJ = 0.5841 kN, C, FBD = 1.3171 kN, T, FDE = 0.3576 kN, C 1.60 m -2.21 m- Bl 2.21 m- Al 0.60 m 0.60 m C 2.7 kN 1.20 m 1.2 kN H 0.60 m 0.60 m K -2.97 m- 1.2 kN 1.20 m N 1.2 kN M! 0.60 m 0.60 m R 1.2 kN 1.2 kN T
Transcribed Image Text:The portion of truss shown represents the upper part of a power transmission line tower. The 2.7 kN force is 60° from the vertical. For the given loading, determine all zero force members. a. Use the Method of Section to find the forces in members BC, EH and EJ; b. Use the Method of Joints to find the forces in members BD and DE; Answers: FBC = 0.9878 kN, T, FEH = 2.9228 kN, C, FEJ = 0.5841 kN, C, FBD = 1.3171 kN, T, FDE = 0.3576 kN, C 1.60 m -2.21 m- Bl 2.21 m- Al 0.60 m 0.60 m C 2.7 kN 1.20 m 1.2 kN H 0.60 m 0.60 m K -2.97 m- 1.2 kN 1.20 m N 1.2 kN M! 0.60 m 0.60 m R 1.2 kN 1.2 kN T
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