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One end of a rod of length L and density p is fixed by a frictionless pivot at a depth d under water. Determine the equilibrium positions of the rod in terms of its an- gle a measured from the vertical, and the investi- gate whether the equilib- rium positions are stable or unstable, given that

One end of a rod of length L and density p is fixed by a frictionless pivot at a depth d under water. Determine the equilibrium positions of the rod in terms of its an- gle a measured from the vertical, and the investi- gate whether the equilib- rium positions are stable or unstable, given that

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
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One end of a rod of length L and density p is fixed by a frictionless pivot at a depth L d under water. Determine the equilibrium positions of d the rod in terms of its an- gle a measured from the vertical, and the investi- gate whether the equilib- rium positions are stable or unstable, given that (a) p= 500 kg/m³3; (The density of water is pw = (b) p = 853 kg/m³. 1000 kg/m³.)
Transcribed Image Text:One end of a rod of length L and density p is fixed by a frictionless pivot at a depth L d under water. Determine the equilibrium positions of d the rod in terms of its an- gle a measured from the vertical, and the investi- gate whether the equilib- rium positions are stable or unstable, given that (a) p= 500 kg/m³3; (The density of water is pw = (b) p = 853 kg/m³. 1000 kg/m³.)
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