0 votes
67 views
asked in SOM by (215k points)

For the case of a slender column of length $l$ , and flexural rigidity EI built-in at its base and free at
the top, the Euler’s critical buckling load is

(a)  $\frac{4\pi ^2EI}{l^2}$                            (b)$\frac{2\pi ^2EI}{l^2}$
(c) $\frac{\pi ^2EI}{l^2}$                               (d)$\frac{\pi ^2EI}{4l^2}$

Please log in or register to answer this question.

Related questions

0 votes
0 answers
asked Aug 18, 2017 in SOM by chandu (215k points)
0 votes
0 answers
asked Aug 18, 2017 in SOM by chandu (215k points)
0 votes
0 answers
asked Aug 18, 2017 in SOM by chandu (215k points)
0 votes
0 answers
asked Aug 18, 2017 in SOM by chandu (215k points)
0 votes
0 answers
asked Aug 18, 2017 in SOM by chandu (215k points)
Welcome to Q&A discussion forum, where you can ask questions and receive answers from other members of the community.

10.4k questions

274 answers

26 comments

15.3k users

...