of diameter d 'S' is of material with specific gravity S. This floats in a liquid of specific gravity S₁. What is the maximum length of the cylinder if equilibrium i to be stable with the cylinder axis vertical?
of diameter d 'S' is of material with specific gravity S. This floats in a liquid of specific gravity S₁. What is the maximum length of the cylinder if equilibrium i to be stable with the cylinder axis vertical?
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Question
![7.
A solid cylinder of circular section of diameter d
is of material with specific gravity S. This floats
liquid of specific gravity S₁. What is the
maximum length of the cylinder if equilibrium is
to be stable with the cylinder axis vertical?
ds
ds.
(a) 2, S, (S₂-S₂)
(b)
8S, (S.-S.)
d
ds,
(c)(2S, (S₁-S₂)
(d) √8 (S, -S.)
ak of dimensions](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe32497fd-5a83-4ae4-b9cc-28d85b2138dc%2Fd329de19-475c-44ab-94d5-15226973de62%2Fvh1pxg_processed.jpeg&w=3840&q=75)
Transcribed Image Text:7.
A solid cylinder of circular section of diameter d
is of material with specific gravity S. This floats
liquid of specific gravity S₁. What is the
maximum length of the cylinder if equilibrium is
to be stable with the cylinder axis vertical?
ds
ds.
(a) 2, S, (S₂-S₂)
(b)
8S, (S.-S.)
d
ds,
(c)(2S, (S₁-S₂)
(d) √8 (S, -S.)
ak of dimensions
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