Planetary Equilibrium Temperature Equation:
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The planetary equilibrium temperature is the theoretical temperature of a planet assuming it is a black body being heated only by its parent star. This calculation provides an estimate of a planet's surface temperature based on stellar properties and orbital characteristics.
The calculator uses the planetary equilibrium temperature equation:
Where:
Explanation: The equation calculates the temperature a planet would reach when the energy received from its star is balanced by the energy radiated back into space.
Details: Calculating planetary equilibrium temperature is crucial for exoplanet studies, habitability assessments, and understanding planetary climate systems. It provides a baseline for comparing actual observed temperatures and assessing atmospheric effects.
Tips: Enter stellar temperature in Kelvin, stellar radius in meters, semi-major axis in meters, and albedo as a value between 0 and 1. All values must be positive, with albedo between 0 and 1 inclusive.
Q1: Why is this considered an "equilibrium" temperature?
A: It represents the temperature at which the energy received from the star equals the energy radiated back into space, creating a thermal equilibrium.
Q2: How does albedo affect the equilibrium temperature?
A: Higher albedo (more reflective surface) results in lower equilibrium temperature as more stellar radiation is reflected rather than absorbed.
Q3: What are typical equilibrium temperature ranges?
A: Temperatures range from near absolute zero for distant planets to thousands of Kelvin for close-orbiting planets around hot stars.
Q4: What are the limitations of this calculation?
A: This is a simplified model that doesn't account for atmospheric greenhouse effects, internal heat sources, or tidal heating, which can significantly alter actual surface temperatures.
Q5: How does this relate to habitable zone calculations?
A: Equilibrium temperature is a key factor in determining the habitable zone around a star, where liquid water could potentially exist on a planet's surface.