Solar constant on earth is 1.36 × 103 W m–2, If Mars is at a distance of 1.52 AU from the sun, calculate the solar constant on Mars applying Stefans Law
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Answered by
7
Hello friend,
¶ Solar constant -
It's the power of solar electromagnetic radiation per units area.
Ks = σAT^4 / πd^2
Ks ∝ 1/d^2
◆ Answer-
Km = 588.64 W/m^2
◆ Explanation-
# Given-
de = 1 AU
dm = 1.52 AU
Ke = 1.36×10^3 W/m^2
# Solution-
From the formula we can write,
Ke/Km = (dm/de)
Km = Ke (de/dm)^2
Km = 1.36×10^3 × (1/1.52)^2
Km = 588.64 W/m^2
Therefore, solar constant of mars is 588.64 W/m^2.
Hope it helps...
¶ Solar constant -
It's the power of solar electromagnetic radiation per units area.
Ks = σAT^4 / πd^2
Ks ∝ 1/d^2
◆ Answer-
Km = 588.64 W/m^2
◆ Explanation-
# Given-
de = 1 AU
dm = 1.52 AU
Ke = 1.36×10^3 W/m^2
# Solution-
From the formula we can write,
Ke/Km = (dm/de)
Km = Ke (de/dm)^2
Km = 1.36×10^3 × (1/1.52)^2
Km = 588.64 W/m^2
Therefore, solar constant of mars is 588.64 W/m^2.
Hope it helps...
Answered by
0
Explanation:
It's the power of solar electromagnetic radiation per units area. Therefore, solar constant of mars is 588.64 W/m^2.
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