๐Structural Frame Analysis ๐๏ธ
๐This shows a moment distribution method applied to a 2D portal frame (3 bays ร 1 story).
๐งทKey steps
๐ชงFixed-end moments for each 8m span under 2.0 kN/m UDL โ Midspan M = 16.00 kNยทm, End M = 10.67 kNยทm
๐ชงMember stiffness k = 4EJ/L โ Columns (4m): k = EJ, Beams (8m): k = 0.5EJ
๐ชงDistribution factors at interior joints (E, F, G, H, B, C) = 0.50 each (moment splits equally between column and beam), at end joints (A, D) = 1.00
๐ชงThe frame is 24m wide, 4m tall, with all members sharing the same EI โ making distribution factors clean and symmetrical.
#StructuralAnalysis #MomentDistribution #PortalFrame #StructuralEngineering #CivilEngineering #StiffnessMethod #BeamDesign #FrameAnalysis #StructuralDesign #EngineeringMath
@etconp
๐This shows a moment distribution method applied to a 2D portal frame (3 bays ร 1 story).
๐งทKey steps
๐ชงFixed-end moments for each 8m span under 2.0 kN/m UDL โ Midspan M = 16.00 kNยทm, End M = 10.67 kNยทm
๐ชงMember stiffness k = 4EJ/L โ Columns (4m): k = EJ, Beams (8m): k = 0.5EJ
๐ชงDistribution factors at interior joints (E, F, G, H, B, C) = 0.50 each (moment splits equally between column and beam), at end joints (A, D) = 1.00
๐ชงThe frame is 24m wide, 4m tall, with all members sharing the same EI โ making distribution factors clean and symmetrical.
#StructuralAnalysis #MomentDistribution #PortalFrame #StructuralEngineering #CivilEngineering #StiffnessMethod #BeamDesign #FrameAnalysis #StructuralDesign #EngineeringMath
@etconp
โค6๐2