Two balls are connected by a spring: m¡ , x1 k, l m2, X2 Let: m 3= Tu lu m1 + m2 X = x = x2 – x1 – e - Then x behaves like the position of a single particle (mass m) attached to a fixed spring (attached to a wall) with the same spring constant k: m -kx %3D dt² Calculate the angular frequency w (in rad/s) with these numbers: • k = 2100 N/m 2100 kg/s? • m1 = 24 kg • m2 = 37 kg %3D %3D %3D %3D
Two balls are connected by a spring: m¡ , x1 k, l m2, X2 Let: m 3= Tu lu m1 + m2 X = x = x2 – x1 – e - Then x behaves like the position of a single particle (mass m) attached to a fixed spring (attached to a wall) with the same spring constant k: m -kx %3D dt² Calculate the angular frequency w (in rad/s) with these numbers: • k = 2100 N/m 2100 kg/s? • m1 = 24 kg • m2 = 37 kg %3D %3D %3D %3D
Principles of Physics: A Calculus-Based Text
5th Edition
ISBN:9781133104261
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter6: Energy Of A System
Section: Chapter Questions
Problem 48P
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Transcribed Image Text:Two balls are connected by a spring:
m¡ , x1
k, l
m2, X2

Transcribed Image Text:Let:
m 3=
Tu lu
m1 + m2
X =
x = x2 – x1 – e
-
Then x behaves like the position of a single particle (mass m) attached to a fixed spring
(attached to a wall) with the same spring constant k:
m
-kx
%3D
dt²
Calculate the angular frequency w (in rad/s) with these numbers:
• k = 2100 N/m 2100 kg/s?
• m1 = 24 kg
• m2 = 37 kg
%3D
%3D
%3D
%3D
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