Solution Found!
Solution: In 1–5 solve equation (4) subject to the
Chapter 5, Problem 5E(choose chapter or problem)
In Problems 1–5 solve equation (4) subject to the appropriate boundary conditions. The beam is of length L, and \(w_{0}\) is a constant.
(a) The beam is simply supported at both ends, and \(w(x)=w_{0} x, 0<x<L\).
(b) Use a graphing utility to graph the deflection curve when \(w_{0}=36 E I\) and \(L=1\).
(c) Use a root-finding application of a CAS (or a graphic calculator) to approximate the point in the graph in part (b) at which the maximum deflection occurs. What is the maximum deflection
Text Transcription:
w_0
w(x)=w_0x,0<x<L
w_0=36EI
Questions & Answers
QUESTION:
In Problems 1–5 solve equation (4) subject to the appropriate boundary conditions. The beam is of length L, and \(w_{0}\) is a constant.
(a) The beam is simply supported at both ends, and \(w(x)=w_{0} x, 0<x<L\).
(b) Use a graphing utility to graph the deflection curve when \(w_{0}=36 E I\) and \(L=1\).
(c) Use a root-finding application of a CAS (or a graphic calculator) to approximate the point in the graph in part (b) at which the maximum deflection occurs. What is the maximum deflection
Text Transcription:
w_0
w(x)=w_0x,0<x<L
w_0=36EI
ANSWER:Solution : Step 1 : In this problem we have to solve the equation(4) using the following condition.Given that the equation (4) is with and And also given in the problem