What Is the Orbital Period of an Asteroid with a Temperature of 200 K?

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Discussion Overview

The discussion revolves around determining the orbital period of an asteroid with an equilibrium temperature of 200 K, based on specific assumptions regarding Earth's radius, solar constant, and planetary albedo. The context includes considerations of energy absorption and temperature calculations.

Discussion Character

  • Homework-related
  • Exploratory

Main Points Raised

  • One participant asks for help in calculating the orbital period of an asteroid with a specified temperature and provides context from a related question about Earth's energy dynamics.
  • Another participant emphasizes the need for the original poster to show their work and suggests considering what determines the temperature of an orbiting body while disregarding atmospheric effects.
  • There is a mention of needing to clarify the units of power and the source of the power in the context of the problem.
  • A later post corrects the Earth's radius from 637 km to 6370 km, indicating a potential misunderstanding or typographical error in the initial post.

Areas of Agreement / Disagreement

Participants generally agree on the need for clarification and additional work from the original poster, but there is no consensus on the orbital period or the calculations involved, as the discussion remains unresolved.

Contextual Notes

The discussion includes assumptions about energy absorption and temperature calculations, but specific mathematical steps and definitions are not fully resolved.

rodrigues
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Hi everyone,

was hoping someone could help me to answer a question:

an ateroid has an equilibrium temperature measured as 200 K. What is the object's orbital period around the Sun?

That is the exact wording of that particular question and that's why I am a little stumped.. it also says to base it upon your considerations in question #4, which reads

assuming the Earth's radius is 637 km, the solar constant is 1370 w/m2, and our planetary albedo is 0.31, then:
(a) determine total power entering Earth's atmosphere
(b) the total power that would be asborbed in the absence of an atmosphere
© surface temperature assuming it radiated into space all the energy it absorbed
 
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rodrigues said:
an ateroid has an equilibrium temperature measured as 200 K. What is the object's orbital period around the Sun?

You need to show some work before we can help you. What determines the temperature of an orbiting body? Disregard complicated atmospheric effects. What simple approximation might you make to describe its energy output?


assuming the Earth's radius is 637 km, the solar constant is 1370 w/m2, and our planetary albedo is 0.31, then:
(a) determine total power entering Earth's atmosphere
(b) the total power that would be asborbed in the absence of an atmosphere
© surface temperature assuming it radiated into space all the energy it absorbed

Same here, you need to show some work. What are the units of power? What is the source of the power?
 
oops posted too soon, sec let me finish it
 
nvm got it :)
 
Last edited:
I do hope that the radius of the Earth is 6370 km
 

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