ELLE_AW
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Why does Celsius degrees have +/- signs, since it's scalar?
How would you recommend temperatures below zero Celsius be indicated?ELLE_AW said:Why does Celsius degrees have +/- signs, since it's scalar?
Thank you so much for the distinction. That makes perfect sense.Dale said:Scalars can be negative. You are thinking of a magnitude which is strictly non-negative. Temperature is not a magnitude.
The celsius scale (also the Fahrenheit scale) uses values that relate to arbitrary points on an absolute temperature scale. That scale starts at Zero K so all temperature values are actually 'in the same direction'.ELLE_AW said:Why does Celsius degrees have +/- signs, since it's scalar?
Dale said:Scalars can be negative. You are thinking of a magnitude which is strictly non-negative. Temperature is not a magnitude.
sophiecentaur said:The celsius scale (also the Fahrenheit scale) uses values that relate to arbitrary points on an absolute temperature scale. That scale starts at Zero K so all temperature values are actually 'in the same direction'.
ELLE_AW said:Yea, the Kelvin scale makes more intuitive sense to me, but yea the arbitrary nature of that zero point makes sense too, as representing another temperature scale. Thank you!
boneh3ad said:The scale for Celsius was chosen so that 0 was the freezing point and 100 the boiling point of water
boneh3ad said:It's not really arbitrary, though. The scale for Celsius was chosen so that 0 was the freezing point and 100 the boiling point of water, two commonly-occurring phenomena in everyday life. ...
gmax137 said:Yes, but in the big picture it is arbitrary -- we could be doing our labs on the planet Zork, where atmospheric pressure is different.
Where I live, water boils at 204F. Oops, I mean 95.6 Celsius.
If the Celsius scale is "arbitrary", then so is the Kelvin scale. The difference of 1K is still based on boiling and freezing of water.boneh3ad said:It's not really arbitrary, though. The scale for Celsius was chosen so that 0 was the freezing point and 100 the boiling point of water, two commonly-occurring phenomena in everyday life.
Jeff Root said:It has a specific and logical reason, but it is arbitrary.
Lots of other values could have been used for equally
specific and logical reasons.
-- Jeff, in Minneapolis