Calculating Frequency of Harmonic Motion for Two Masses Connected by a Spring

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Homework Help Overview

The problem involves two masses connected by a spring on a frictionless track, focusing on calculating the frequency of their oscillatory motion. The subject area pertains to harmonic motion and dynamics in introductory physics.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • The original poster seeks guidance on the equations relevant to the problem, mentioning the formula for angular frequency. Participants inquire about the geometry of the system and clarify the arrangement of the masses and the spring.

Discussion Status

Participants are actively discussing the setup of the problem and exploring the implications of the center of mass in relation to the oscillatory motion. A hint regarding the center of mass has been provided, suggesting a direction for further exploration.

Contextual Notes

The original poster expresses urgency in receiving help, indicating a time constraint in addressing the problem. There is a lack of explicit consensus on the interpretation of the system's configuration.

don_anon25
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Two masses m1=100g and m2=200g slide freely in a horizontal frictionless track and are connected by a spring whoser force constant is k=.5 N/m. Find the frequency of oscillatory motion for this system.

Could someone give me a hint/help me get started on this? What equation(s) should I use? I know omega = sqrt (k/m).

I haven't done any problems like this since introductory physics 3+ years ago, so any help would be greatly appreciated!
 
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what's the geometry of the problem? are the two masses connected side by side? or what?
 
The two masses are side-by-side with a spring connecting them...
 
Ok so there's a spring that goes to mass 1, then there's a spring that goes to mass 2?
 
Two masses connected by a single spring
m1 --------m2

I hope this helps to make the geometry clear.
I need help with this urgently :)
 
Here's a hint: The center of mass of the system moves at a constant speed, since there is no external force on the system. So you can think of each mass oscillating (on its own shorter spring) with respect to that center of mass.
 

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