Load moves along the three-hinged, parabolic arch (A B C), shown in Figure P12.24. Construct the influence
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Load moves along the three-hinged, parabolic arch \(A B C\), shown in Figure P12.24.
Construct the influence lines for the reactions at \(C\), and shear, axial load and moment at point \(D\). The equation for the parabolic arch is \(y=4 h x_{2} / L_{2}\). If a point load \(P=3\) kips is applied at \(B\), compute shear, axial load and moment at \(D\).
Transcribed Image Text:
P B L=175' 100' h = 150'
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To solve this problem you will use the principle of influence lines in structural analysis to determine the reaction forces shear forces axial loads and bending moments in the arch as they are affecte...View the full answer
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Related Book For
Fundamentals Of Structural Analysis
ISBN: 9780073398006
5th Edition
Authors: Kenneth Leet, Chia-Ming Uang, Joel Lanning
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