Question 4 For small deflections, the shape of a beam is modelled by the equation: El y" - w, where E is Young's modulus for the material, I is the second moment of area of a cross section of the beam, and y is the displacement from the straight line position. A uniform heavy beam of length L metres, with downward force density w N/m, is built in at the end x = 0, and hangs free at its other end. (al Sketch a diagram that models this situation. (0) State all the boundary conditions that apply and explain fully their meaning.
Question 4 For small deflections, the shape of a beam is modelled by the equation: El y" - w, where E is Young's modulus for the material, I is the second moment of area of a cross section of the beam, and y is the displacement from the straight line position. A uniform heavy beam of length L metres, with downward force density w N/m, is built in at the end x = 0, and hangs free at its other end. (al Sketch a diagram that models this situation. (0) State all the boundary conditions that apply and explain fully their meaning.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Solve q4 a and b both parts plz solve this in maximum one hour if u can't solve this u can reject in half hour so that i can't wait of your answer plz..
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