Understanding Circular Motion: The Role of Centripetal Acceleration

AI Thread Summary
Centripetal acceleration occurs even at constant speed due to the continuous change in direction of velocity, which is a vector quantity. The discussion highlights the confusion around how velocity changes physically, particularly in terms of positive and negative values in circular motion. It suggests using polar coordinates for a clearer understanding of circular motion dynamics, as opposed to Cartesian coordinates. The conversation also emphasizes the importance of recognizing that velocity is speed with a direction, which is crucial for understanding motion in circles. Overall, grasping these concepts is essential for a comprehensive understanding of circular motion and centripetal acceleration.
Oliver Gough
Messages
3
Reaction score
0
<Moderator's note: Removed template prior to moving it from Homework.>

I am looking at centripetal acceleration, and I know that even at a constant speed the object is acceleration because its velocity is changing. But I don't understand how it is changing, like when is it negative and when is it positive ? Like if you were to make a simulation of the object going round in circles what would the velocity look like as it goes around, negative when down and positive when up? What about horizontal?
 
Last edited by a moderator:
Physics news on Phys.org
Oliver Gough said:
<Moderator's note: Removed template prior to moving it from Homework.>

I am looking at centripetal acceleration, and I know that even at a constant speed the object is acceleration because its velocity is changing. But I don't understand how it is changing, like when is it negative and when is it positive ? Like if you were to make a simulation of the object going round in circles what would the velocity look like as it goes around, negative when down and positive when up? What about horizontal?
How do you describe velocity?
 
fresh_42 said:
How do you describe velocity?
Speed with a direction. I know it's direction is changing but how does it PHYSICALLY change? If you were to actually write down the velocity at each moment.
 
No?
 
Oliver Gough said:
Speed with a direction. I know it's direction is changing but how does it PHYSICALLY change? If you were to actually write down the velocity at each moment.
Velocity is a vector. One easy way to write it down is as an ordered pair (x,y) using cartesian coordinates.
 
Oliver Gough said:
Speed with a direction. I know it's direction is changing but how does it PHYSICALLY change? If you were to actually write down the velocity at each moment.

Are you looking for a derivation of the math describing circular motion (including the change in velocity)?
 
It might be easier to think about this using polar coordinates than regular xy coordinates.
 
Back
Top