(a) If w is constant, find an expression for the displacement of the beam. (b) The beam is fixed rigidly at both ends. Hence when x = 0 and x = L the displacement is zero, that is H(0) = H(L) = 0. Additionally at these end-points the gradient of the beam remains zero, so H'(0) = H'(L) = 0. Find the displacement at any point x. (c) Show that the maximum displacement of the beam occurs half-way along its length. %3D %3D
(a) If w is constant, find an expression for the displacement of the beam. (b) The beam is fixed rigidly at both ends. Hence when x = 0 and x = L the displacement is zero, that is H(0) = H(L) = 0. Additionally at these end-points the gradient of the beam remains zero, so H'(0) = H'(L) = 0. Find the displacement at any point x. (c) Show that the maximum displacement of the beam occurs half-way along its length. %3D %3D
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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