Find velocity with projectile and recoil accelerations

AI Thread Summary
The discussion revolves around calculating the velocity of a projectile launched from a pipe, considering both the projectile's acceleration and the recoil acceleration of the launcher. The problem involves using constant acceleration equations, with given values for distance, angle, and accelerations. Participants suggest breaking down the problem into horizontal and vertical components, while also questioning the relevance of gravity in this scenario. There is a focus on determining the height difference the projectile covers during its launch. Overall, the conversation aims to clarify the approach to solving the problem effectively.
PAstudent
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Homework Statement



A rolling projectile launcher is initially at rest. Then internal compressed air accelerates the projectile through a distance L in a pipe (see diagram). The acceleration of the projectile with respect to the pipe is ap. During the launch the launcher has a recoil acceleration ar with respect to the ground. Both accelerations are constants. Use the data given below and calculate the velocity, with respect to the ground, of the projectile as it leaves the pipe.

Data: L = 2.00 m, theta= 53.0, ap = 36.0 m/s2. ar = 15.0 m/s2

Projectile launcher.png

Homework Equations


Constant acceleration equations
[/B]

The Attempt at a Solution


I have never seen anything like this before. However, I tried setting up it up like a projectile motion problem with what I knew

Xo=0 Yo=0 because at rest then accelerations would ax= 36cos(53)-15 and ay=36sin(53)

I just wanted to put this out there and see if I am remotely near the path of solving this problem correctly[/B]
 
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PAstudent said:
Xo=0 Yo=0 because at rest then accelerations would ax= 36cos(53)-15 and ay=36sin(53)
That is a possible approach I guess. You know the vertical acceleration, and you can calculate the height difference the projectile covers in the barrel. That should help to find more parameters.
 
Are you saying vertical acceleration as the acceleration due to gravity?
 
Any body have any more guidance or hints?
 
Ignore gravity. The origin of the acceleration is not relevant here.

How much is the top of the barrel above the bottom?
You accelerate an object vertically with acceleration ay. How long does it take to reach this height?
PAstudent said:
Any body have any more guidance or hints?
I didn't forget the thread, but if you don't get answers between 1 AM and 2 AM (central European time) it is not hard to guess why. No reason to add such a post.
 
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