- #1
Natalie Johnson
- 40
- 0
Hi,
I have a list of measured temperature values of Venus at altitudes from several missions to the planet. This temperature is a combination of outgoing thermal emission from the planet, incoming thermal emission from the sun and any chemical reactions going on in the atmosphere.
Can I use the temperature value at each altitude and plug it into Stefen-Boltzman law to get the power per metres squared at each spatial point with temperature because each point acts as a source of electromagnetic radiation?
Below I am assuming irradiance, exitance or emittance (however you want to call it) can be equated to the stefan-boltzman law so I can obtain irradiance, exitance or emittance from temperature. I assume irradiance, exitance and emittance can be somewhat similar because regardless of whether the radiation is incoming or outgoing on an area, its the same power value for a specific area.
Irradiance, Emittance or Exitance = Φ / Area = σ T4 [Wm-2]
Φ = radiant flux or radiant power
σ = Stef-Boltz constant
Also would it be an okay approximation to assume emissivity of 1 or do I need the emissivity at each altitude for this to work?
Please can someone offer advice (this is not homework)
I have a list of measured temperature values of Venus at altitudes from several missions to the planet. This temperature is a combination of outgoing thermal emission from the planet, incoming thermal emission from the sun and any chemical reactions going on in the atmosphere.
Can I use the temperature value at each altitude and plug it into Stefen-Boltzman law to get the power per metres squared at each spatial point with temperature because each point acts as a source of electromagnetic radiation?
Below I am assuming irradiance, exitance or emittance (however you want to call it) can be equated to the stefan-boltzman law so I can obtain irradiance, exitance or emittance from temperature. I assume irradiance, exitance and emittance can be somewhat similar because regardless of whether the radiation is incoming or outgoing on an area, its the same power value for a specific area.
Irradiance, Emittance or Exitance = Φ / Area = σ T4 [Wm-2]
Φ = radiant flux or radiant power
σ = Stef-Boltz constant
Also would it be an okay approximation to assume emissivity of 1 or do I need the emissivity at each altitude for this to work?
Please can someone offer advice (this is not homework)