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The pinned truss in Fig Q1 is subject to a horizontal load of 150kN at Pin C. The strut members AB, BC and AC each have cross-sectional diameters of 50mm, 25mm and 30mm respectively. The struts are made from Steel having a Young's Modulus of 210GPA and yield strength of 350MPA. Calculate: a) the axial stress in each member b) the stability of the structure against buckling c) the diameter of the shear pin at A, given it is acting in double shear and should be based upon von mises shear strength criterion and a Safety factor of 1.5. 150 kN 300 mm A B 300 m

The pinned truss in Fig Q1 is subject to a horizontal load of 150kN at Pin C. The strut members AB, BC and AC each have cross-sectional diameters of 50mm, 25mm and 30mm respectively. The struts are made from Steel having a Young's Modulus of 210GPA and yield strength of 350MPA. Calculate: a) the axial stress in each member b) the stability of the structure against buckling c) the diameter of the shear pin at A, given it is acting in double shear and should be based upon von mises shear strength criterion and a Safety factor of 1.5. 150 kN 300 mm A B 300 m

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 pinned truss in Fig Q1 is subject to a horizontal load of 150kN at Pin C. The strut members AB, BC and AC each have cross-sectional diameters of 50mm, 25mm and 30mm respectively. The struts are made from Steel having a Young's Modulus of 210GPA and yield strength of 350MPA. Calculate: a) the axial stress in each member b) the stability of the structure against buckling c) the diameter of the shear pin at A, given it is acting in double shear and should be based upon von mises shear strength criterion and a Safety factor of 1.5. 150 kN 300 mm A B 300 mm
Transcribed Image Text:The pinned truss in Fig Q1 is subject to a horizontal load of 150kN at Pin C. The strut members AB, BC and AC each have cross-sectional diameters of 50mm, 25mm and 30mm respectively. The struts are made from Steel having a Young's Modulus of 210GPA and yield strength of 350MPA. Calculate: a) the axial stress in each member b) the stability of the structure against buckling c) the diameter of the shear pin at A, given it is acting in double shear and should be based upon von mises shear strength criterion and a Safety factor of 1.5. 150 kN 300 mm A B 300 mm
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