Calculating deacceleration force

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Discussion Overview

The discussion revolves around calculating the force required to decelerate an object from a given velocity to rest over a specified distance. It includes elements of kinematics and Newton's laws, with participants exploring different methods to approach the problem.

Discussion Character

  • Homework-related
  • Mathematical reasoning
  • Technical explanation

Main Points Raised

  • One participant presents a scenario involving an object with a mass of 100 kg moving at 28 m/s that decelerates to 0 m/s over a distance of 5 m.
  • Another participant suggests using kinematic equations to find deceleration and then applying Newton's laws to determine the force, while also mentioning energy methods as an alternative.
  • A participant expresses difficulty in understanding how to extract time from the given parameters, indicating a struggle with the problem due to illness.
  • Another participant reassures the ill participant that time is not needed for the calculation and provides the kinematic equation v² = 2as to help find acceleration.
  • The ill participant acknowledges the assistance and expresses gratitude, indicating a potential resolution to their confusion.

Areas of Agreement / Disagreement

The discussion shows a general agreement on the use of kinematic equations to solve the problem, but there is no explicit consensus on the final approach or solution due to the varying levels of understanding among participants.

Contextual Notes

Some participants mention the need for time in the calculations, while others clarify that it is not necessary, indicating a potential misunderstanding of the kinematic equations involved.

Who May Find This Useful

This discussion may be useful for students learning about kinematics, force calculations, and the application of Newton's laws in physics problems.

Valarg
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Homework Statement



An object is moving at a velocity of 28m/s
The mass is 100kg
It deaccelerates from 28m/s to 0 in a distance of 5m

How much force (N) is needed to stop the object?


Homework Equations




The Attempt at a Solution


I need help, please! :)
 
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You can use one of the kinematic eqations of motion to solve for the deceleration; and then use one of Newton's law to solve for the force. Or use energy methods. Please show what you have tried or your attempt at a solution.
 
Currently I got a 39,4C fever and have problems concentrating.

I understand that I probably need to use the f=ma basic formula but what I can't get my head around is the conversion to time.

Meaning I have the velocity, mass, deacceleration distance, and changes in velocity, still, I can't get my sore head to comprehend how to extract time from it, I´m stuck so unfortunatley I have no formula or attempt to a solution.
 
Valarg said:
Currently I got a 39,4C fever and have problems concentrating.

I understand that I probably need to use the f=ma basic formula but what I can't get my head around is the conversion to time.

Meaning I have the velocity, mass, deacceleration distance, and changes in velocity, still, I can't get my sore head to comprehend how to extract time from it, I´m stuck so unfortunatley I have no formula or attempt to a solution.
Yow, you can't do too much with a 103 (degrees F) temp! Get well soon!

You don't need time; there is a basic kinematic equation that relates velocity with acceleration and distance. For a final velocity of 0, does v^2 = 2(a)(s) sound familiar, where v = 28, and s =5, then solve for a. Take care.
 
You are right, I really should leave this for tomorrow instead!

Thanx a bunch for your help! looks like it solved my problem! :)
 
Valarg said:
You are right, I really should leave this for tomorrow instead!

Thanx a bunch for your help! looks like it solved my problem! :)
I might have given you a bit too much help, but while still working with a 39,4, you deserved it.
 

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