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17-42. The ideal column is subjected to the force F at its midpoint and the axial load P. Determine the maximum moment in the column at midspan. El is constant. Hint: Establish the differential equation for deflection, Eq. 17-1. The general solution is v = C1 sin kx + C2 cos kx – cx/k?, where c² = F/2EI, k² = P/EI.

17-42. The ideal column is subjected to the force F at its midpoint and the axial load P. Determine the maximum moment in the column at midspan. El is constant. Hint: Establish the differential equation for deflection, Eq. 17-1. The general solution is v = C1 sin kx + C2 cos kx – cx/k?, where c² = F/2EI, k² = P/EI.

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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17-42. The ideal column is subjected to the force F at its midpoint and the axial load P. Determine the maximum moment in the column at midspan. El is constant. Hint: Establish the differential equation for deflection, Eq. 17-1. The general solution is v = C1 sin kx + C2 cos kx – cx/k?, where c² = F/2EI, k² = P/EI.
Transcribed Image Text:17-42. The ideal column is subjected to the force F at its midpoint and the axial load P. Determine the maximum moment in the column at midspan. El is constant. Hint: Establish the differential equation for deflection, Eq. 17-1. The general solution is v = C1 sin kx + C2 cos kx – cx/k?, where c² = F/2EI, k² = P/EI.
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