Analyse the frame in Figure 1 using the Force Method, with the vertical reaction force at D and horizontal reaction force at E as the ‘redundant forces' (i.e. the 'primary structure' has support D removed and Support E replaced by a horizontal roller). Draw the shear force, axial force and bending moment (V, N, M) diagrams. The flexural rigidity for each member is indicated on the diagram. 15KN A 2m នដ FI 3m 2EI B 36kN/m ✓ ✓ + ✓ Sm ZEI 4m EI 6m EI 197 Figure 1 Shear Force diagram (V)
Analyse the frame in Figure 1 using the Force Method, with the vertical reaction force at D and horizontal reaction force at E as the ‘redundant forces' (i.e. the 'primary structure' has support D removed and Support E replaced by a horizontal roller). Draw the shear force, axial force and bending moment (V, N, M) diagrams. The flexural rigidity for each member is indicated on the diagram. 15KN A 2m នដ FI 3m 2EI B 36kN/m ✓ ✓ + ✓ Sm ZEI 4m EI 6m EI 197 Figure 1 Shear Force diagram (V)
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Question
This structure is statically indeterminate. There are more reactions than equations. Must use the force method and the redundant forces provided to solve for the axial force, bending moment and shear force diagrams. Flexual rigidity for each part of the structure is provided in the photograph
MUST USE THE FORCE METHOD
IE.
PRINCIPLE OF SUPERPOSITION
COMPATABILITY EQUATIONS
EQUILIBRIUM EQUATIONS
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