Solving a Meteorite Problem: What Equations Should I Use?

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The discussion centers on finding the appropriate principles and equations to analyze the impact of a meteorite on a planet's orbit. The initial approach using the law of conservation was hindered by the unknown speed of the meteorite. Participants suggest exploring vector analysis and basic relationships relevant to elliptical orbits. Emphasis is placed on demonstrating effort and seeking guidance from textbooks for foundational concepts. The conversation highlights the need for a clear starting point in applying physics principles to solve the problem.
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Homework Statement
A planet orbits around a star in an ellipse. eccentricity is equal to e, while at the farthest point from the star a meteorite crashes into it, the new velocity of the planet is the same size. But as a result of a meteorite impact, the direction of velocity shifts to an angle θ. which is between 0 degrees and 90 degrees if the eccentricity of the planet's new orbit is e'. Find
a. e' in term of e and θ
b. what angle will the major axis be rotated?(term of e , θ )
Relevant Equations
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I don't know what principle or equation should I start thinking. The one I tried was using the law of conservation, but I found that I didn't know the speed of the meteorite. Anyone have any advice on what principles or equations I should use to get started?
 
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Yoppakung said:
Homework Statement:: A planet orbits around a star in an ellipse. eccentricity is equal to e, while at the farthest point from the star a meteorite crashes into it, the new velocity of the planet is the same size. But as a result of a meteorite impact, the direction of velocity shifts to an angle θ. which is between 0 degrees and 90 degrees if the eccentricity of the planet's new orbit is e'. Find
a. e' in term of e and θ
b. what angle will the major axis be rotated?(term of e , θ )
Relevant Equations:: -

I don't know what principle or equation should I start thinking. The one I tried was using the law of conservation, but I found that I didn't know the speed of the meteorite. Anyone have any advice on what principles or equations I should use to get started?
Please show us what you did.
 
Orodruin said:
Please show us what you did.

Orodruin said:
Please show us what you did.
As for the conservative equation, I can't find any relation to it as to which point is the starting point or which is the last point and now I'm trying to do is try to vector and solve the equation but it seems like I'm on the wrong track as well. Please suggest what principle I should start with and I will try to figure it out myself.
 
PF rules require you to show your effort, not just vaguely describe it.
 
You may want to search your textbook for some basic relationships relevant for an elliptic orbit.
 
Kindly see the attached pdf. My attempt to solve it, is in it. I'm wondering if my solution is right. My idea is this: At any point of time, the ball may be assumed to be at an incline which is at an angle of θ(kindly see both the pics in the pdf file). The value of θ will continuously change and so will the value of friction. I'm not able to figure out, why my solution is wrong, if it is wrong .
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