Determine Initial Velocity of Projectile with Ballistic Pendulum

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Homework Help Overview

The problem involves a ballistic pendulum setup where a projectile collides with a pendulum block. The goal is to determine the initial velocity of the projectile based on the height reached by the pendulum after the collision.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the concepts of conservation of energy and conservation of momentum in relation to the problem. There are questions about the realism of the calculated initial velocity and the implications of ignoring friction.

Discussion Status

The discussion includes attempts to verify an initial velocity calculation, with some participants questioning the correctness of the answer provided. There is a recognition that conservation of energy may not apply, suggesting a shift towards considering momentum instead.

Contextual Notes

Participants note the need to ignore friction in the calculations, which is a relevant constraint in the problem setup.

uvburgos
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The ballistic pendulum is a block with the mass 2.50kg suspended on a cable, the projectile has a mass of 0.010kg and is shouted with the initial velocity, after the collision the pendulum reach the height of h=0.65 m/s. Determine the initial velocity of the projectile.
 
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Hi uvburgos and welcome to PF,

What are your thoughts on the question? Which concepts are involved? Have your read your class notes on the concepts involved?
 
I do have the answer just need verify is my answer is correct (Vi=3.6m/s)
 
uvburgos said:
I do have the answer just need verify is my answer is correct (Vi=3.6m/s)
No, I'm afraid your answer is incorrect.

Reality check: Does 3.6 m/s seem like a realistic velocity for a bullet?
 
I forget to write at the end to ignore the friction
 
uvburgos said:
I forget to write at the end to ignore the friction
This doesn't change the answer. Your solution is still incorrect, conservation of energy does not apply here. You must you conservation of momentum.
 

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