A wooden plank of mass M is placed on the top of two identical, homogeneous cylinders, each of mass m. The plank is attached to a verti- cal wall with a horizontal ideal spring of stiffness k (see figure). Find the period of small oscillations of the plank. Assume that the coefficient of static friction is large enough so the cylinders don’t slip neither on the horizontal surface nor on the plank.
A wooden plank of mass M is placed on the top of two identical, homogeneous cylinders, each of mass m. The plank is attached to a verti- cal wall with a horizontal ideal spring of stiffness k (see figure). Find the period of small oscillations of the plank. Assume that the coefficient of static friction is large enough so the cylinders don’t slip neither on the horizontal surface nor on the plank.
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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A wooden plank of mass M is placed on the top of two identical, homogeneous cylinders, each of mass m. The plank is attached to a verti-
cal wall with a horizontal ideal spring of stiffness k (see figure). Find the period of small oscillations of the plank. Assume that the coefficient of static friction is large enough so the cylinders don’t slip neither on the horizontal surface nor on the plank.
Transcribed Image Text:M
m
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