Rotation Velocity on a boomerang

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    Rotation Velocity
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Homework Help Overview

The discussion revolves around calculating the rotation velocity of a boomerang, specifically considering its period of rotation and the geometry of its structure, which consists of three rectangles with a specific angle between them.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants explore the concept of rotation velocity, questioning its definition and how it relates to angular velocity and linear velocity. There is an attempt to connect the period of rotation to the calculation of rotation rate and the implications of a stationary point during the boomerang's motion.

Discussion Status

Participants are actively engaging with the problem, clarifying terms and exploring the relationship between linear and angular velocities. Some guidance has been offered regarding the terminology and potential calculations, but no consensus has been reached on the exact approach to take.

Contextual Notes

There is confusion regarding the distinction between rotation velocity and angular velocity, as well as the units involved in these calculations. The discussion is framed within the constraints of a homework problem, which may limit the depth of exploration.

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Homework Statement



How do I calculate the rotation velocity of a boomerang assuming that the period is like 0.5 seconds ? Considering a boomerang made of 3 rectangles, with an angle
of 120 degrees between two of those rectangles... According to internet..we must consider a velocity of throwing and a velocity of rotation and I don't know how to calculate this second one..

Homework Equations


3. The Attempt at a Solution

I was thinking of calculating angular velocity and then use V = w.R where R radius but I get values a little bit too high
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RicardoMarques said:
How do I calculate the rotation velocity of a boomerang assuming that the period is like 0.5 seconds ?
What do you mean by "rotation velocity"? If you already know that it rotates with a period of 0.5 seconds then calculation of its rotation rate would seem to be rather simple.

Are you, perhaps, asking to calculate the rotation rate based on the linear velocity of the boomerang and an assumption that the end of the blade that is held in the hand is stationary at launch?
 
jbriggs444 said:
What do you mean by "rotation velocity"? If you already know that it rotates with a period of 0.5 seconds then calculation of its rotation rate would seem to be rather simple.

Are you, perhaps, asking to calculate the rotation rate based on the linear velocity of the boomerang and an assumption that the end of the blade that is held in the hand is stationary at launch?

Is exactly that my question
 
RicardoMarques said:
Is exactly that my question
So we have the linear velocity of the boomerang as a given. Let's call that "v".

When we say that the boomerang is moving at v, it suggests that there is a point that is moving at v and that the boomerang is rotating around that moving point. That point has a name. Can you name it?
 
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I want to know this "a" assuming that the period is like 0.5... In the paper i read about it they call that velocity "a" rotation velocity... but is given i m/s and angular velocity is in rad/s, so I am kinda confused about this
 

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RicardoMarques said:
I want to know this "a" assuming that the period is like 0.5... In the paper i read about it they call that velocity "a" rotation velocity... but is given i m/s and angular velocity is in rad/s, so I am kinda confused about this
I would have called it a "tangential velocity". It will be given by the rotation rate (in rad/s) multiplied by the radius.

If the radius is measured in meters, the resulting tangential velocity will be in meters/sec
 

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