An Atwood's system consists of two pulleys and two loads with equal masses m. The first pulley, fixed to the ceiling, comprises two cylinders with radii r and R (firmly connected as one body). The first load is suspended with a rope wrapped over the smaller cylinder of the first pulley. The second pulley can roll on a rope wrapped over the larger cylinder of the first pulley at one end, and fixed to the ceiling at the other end. The second load is suspended at the axis of the second pulley. Assume the ropes are massless, inextensible and have no slip over the pulleys, and pulleys are R Y X m m massless with no friction. Find acceleration of each load.
An Atwood's system consists of two pulleys and two loads with equal masses m. The first pulley, fixed to the ceiling, comprises two cylinders with radii r and R (firmly connected as one body). The first load is suspended with a rope wrapped over the smaller cylinder of the first pulley. The second pulley can roll on a rope wrapped over the larger cylinder of the first pulley at one end, and fixed to the ceiling at the other end. The second load is suspended at the axis of the second pulley. Assume the ropes are massless, inextensible and have no slip over the pulleys, and pulleys are R Y X m m massless with no friction. Find acceleration of each load.
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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