Questions 15-17 M =3m mass coil is wrapped with a weightless rope and on a horizontal rough surface he's in a state of stagnation. To the axis passing through its own center of mass, the outer radius of the R coil according to the moment of inertia is given as Im M R2, the radius of the hugging rope layer is given to R/2 is equal to the other end of the rope, vertically fixed to a block with a mass of m, as in the form. System is released from stagnant condition. 15) Find the acceleration of the coil.

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Questions 15-17 M =3m mass coil is wrapped with a weightless rope and on a horizontal rough surface he's in a state of stagnation. To the axis passing through its own center of mass, the outer radius of the R coil according to the moment of inertia is given as Im M R2, the radius of the hugging rope layer is given to R/2 is equal to the other end of the rope, vertically fixed to a block with a mass of m, as in the form. System is released from stagnant condition. 15) Find the acceleration of the coil.
А-3
Sorular 15-17
M = 3m
M = 3m kütleli bir bobin, ağırlıksız bir ip ile sarılmış olup yatay pürüzlü bir yüzey üzerinde
durgun haldedir. R bobinin dış yarıçapı olmak üzere kendi kütle merkezinden geçen eksene
göre eylemsizlik momenti Im = MR2 olarak verilmiştir. Sarılan ip tabakasının yarıçapı R/2'e
eşit olup ipin diğer ucu şekildeki gibi m kütleli bir bloğa, düşey olarak sabitlenmiştir. Sistem
durgun halden serbest bırakılmaktadır.
R/2
TİZİK BÖLÜMÜ
ÝTÜ
15) Bobinin açısal ivmesini bulunuz.
b) S
29
e)
25 R
19
a)
17 R
13 R
15 R
16) Ipteki gerilmeyi bulunuz.
Transcribed Image Text:А-3 Sorular 15-17 M = 3m M = 3m kütleli bir bobin, ağırlıksız bir ip ile sarılmış olup yatay pürüzlü bir yüzey üzerinde durgun haldedir. R bobinin dış yarıçapı olmak üzere kendi kütle merkezinden geçen eksene göre eylemsizlik momenti Im = MR2 olarak verilmiştir. Sarılan ip tabakasının yarıçapı R/2'e eşit olup ipin diğer ucu şekildeki gibi m kütleli bir bloğa, düşey olarak sabitlenmiştir. Sistem durgun halden serbest bırakılmaktadır. R/2 TİZİK BÖLÜMÜ ÝTÜ 15) Bobinin açısal ivmesini bulunuz. b) S 29 e) 25 R 19 a) 17 R 13 R 15 R 16) Ipteki gerilmeyi bulunuz.
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