Determining the Best Wavelength for Darwin's Space Mission

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The discussion focuses on estimating the best wavelength for the proposed Darwin space mission, which aims to detect thermal radiation from Earth-like planets. Participants clarify that the temperature used in Wien's law must be in Kelvin, requiring the addition of 273 to the Celsius temperature. A misunderstanding about absolute temperature being negative is addressed, emphasizing that absolute temperatures cannot be negative. The conversation highlights the importance of correctly applying Wien's law to determine the appropriate wavelength for observations. Accurate temperature conversion is crucial for successful calculations in this context.
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here's the question:

'Darwin is a proposed space mission to detect thermal radiation from Earth-like
planets.
Estimate the best wavelength for carrying out observations with Darwin.'

i'm guessing we need to use wien's law(from an earlier part of the question), and so we need the absolute temp in kelvin to calculate the wavelength. but the problem is i thought T=-273, so putting this into wien's law gives a negative wavlength.

can anyone tell me what I'm doing wrong.

thanks in advance
 
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Hi wyse! Welcome to PF! :smile:

T is the temperature of the Earth-like planet, ie the temperature Celsius plus 273 :wink:
 
wyse said:
we need the absolute temp in kelvin to calculate the wavelength. but the problem is i thought T=-273,

Since when can an absolute temperature be negative? :smile:
 
thanks for the replies, i don't know where i got the negative from.

cheers!
 
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