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Consider the fixed column below with a compressive load P! The deflection of this column is given by the equation below: y(x) = - 12 cos ( x) +x Please determine the following (on back of page): a. Determine the equation for the angle of deflection at any given position (0 = b. If the Length of the column L = 15m, determine the deflection and angle at each end of the column. Determine the location and magnitude of the maximum deflection (Dmax occurs where O = 0) d. Make a rough sketch of the buckled beam (finding values along L will help) C.

Consider the fixed column below with a compressive load P! The deflection of this column is given by the equation below: y(x) = - 12 cos ( x) +x Please determine the following (on back of page): a. Determine the equation for the angle of deflection at any given position (0 = b. If the Length of the column L = 15m, determine the deflection and angle at each end of the column. Determine the location and magnitude of the maximum deflection (Dmax occurs where O = 0) d. Make a rough sketch of the buckled beam (finding values along L will help) C.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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2. Consider the fixed column below with a compressive load P: L The deflection of this column is given by the equation below: y(x) = - 12 cos (; x) + Please determine the following (on back of page): Determine the equation for the angle of deflection at any given position (0 = . b. If the Length of the column L = 15m, determine the deflection and angle at each end of the a. column. Determine the location and magnitude of the maximum deflection (Dmax Occurs where 0 = 0) d. Make a rough sketch of the buckled beam (finding values along L will help) C.
Transcribed Image Text:2. Consider the fixed column below with a compressive load P: L The deflection of this column is given by the equation below: y(x) = - 12 cos (; x) + Please determine the following (on back of page): Determine the equation for the angle of deflection at any given position (0 = . b. If the Length of the column L = 15m, determine the deflection and angle at each end of the a. column. Determine the location and magnitude of the maximum deflection (Dmax Occurs where 0 = 0) d. Make a rough sketch of the buckled beam (finding values along L will help) C.
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