A comet at its closest approach to the Sun

AI Thread Summary
The discussion focuses on a homework problem regarding a comet's elliptical orbit around the Sun, with specific parameters including its closest approach distance and speed. The participant confirms that their solutions for parts (b) and (c) align with conservation of energy principles and the initial conditions provided. They seek validation for their calculations, indicating confidence in their results. The problem emphasizes understanding orbital mechanics and the relationship between distance, speed, and orbital period. Overall, the thread highlights the importance of verifying calculations in astrophysical contexts.
Alexanddros81
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Homework Statement


14.102 A comet at its closest approach is 125 x 106 km from the center of the sun
(between the orbits of the Earth and Venus), where its speed is 45.5 km/s. (a) Show that the
comet has an elliptical orbit around the sun. (b) Determine the period of the orbit in years
(1 year = 365.26 days). (c) Compute the maximum distance between the comet and the sun,
and compare it with the radius of the solar system (the orbital radii of Neptune and Pluto,
the two outermost planets, are 4510 and 5890 x106 km, respectively).

Homework Equations

The Attempt at a Solution



Pytels_Dynamics127.jpg


Pytels_Dynamics128.jpg

[/B]
Can you check my solution?
 

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I checked (c) via conservation of energy and it fits, and (b) fits to c and the given initial conditions, so everything should be right.
 
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