Astronomy
Astronomy
1st Edition
ISBN: 9781938168284
Author: Andrew Fraknoi; David Morrison; Sidney C. Wolff
Publisher: OpenStax
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Chapter 14, Problem 23E

Estimate the maximum height of the mountains on a hypothetical planet similar to Earth but with twice the surface gravity of our planet.

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Consider a fictitious planet (symbol ⊗ ) orbiting the Sun at a distance of 3 AU, with a mass of M⊗ = 8 M⊕ , radius of R⊗ = 2 R⊕, and an albedo of A⊗ = 0.50   (1) Compute the equilibrium temperature of the planet.
Consider the greenhouse effect in an atmosphere model consisting of two infrared-opaque layers. Find the temperatures of both layers and the temperature of the planet's surface.
Pure, solid water ice has an albedo A≈0.35. What is the minimum distance from the Sun at which a rapidly rotating ice cube would remain frozen? Between which two planets does this distance lie?

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