Converting from degK/s to degC/s?

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Homework Help Overview

The discussion revolves around converting temperature rates from Kelvin per second to Celsius per second, specifically addressing the relationship between the Kelvin and Celsius scales. Participants explore the implications of this conversion in the context of derivatives.

Discussion Character

  • Conceptual clarification, Mathematical reasoning, Assumption checking

Approaches and Questions Raised

  • Participants discuss the conversion between Kelvin and Celsius, noting that the two scales have the same incremental value. Questions arise regarding the conversion of temperature rates, particularly in the context of derivatives.

Discussion Status

There is an ongoing exploration of how to handle the conversion of temperature rates, with some participants providing insights into the equivalence of degree increments between the two scales. Clarifications about the terminology used in the context of derivatives are also being sought.

Contextual Notes

Some participants express uncertainty about the terminology related to derivatives and the specific calculations being attempted. The discussion reflects a mix of understanding and confusion regarding the conversion process.

seichan
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Alright, I know how to convert from Kelvin to Celsius (subtract 273), but I really don't know how many degrees Celsius are to Kelvin. (I need to convert .021 degK/s to deg/C)
 
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its the reverse. You add 273.
technically 273.15 (but whatever).
 
seichan said:
Alright, I know how to convert from Kelvin to Celsius (subtract 273), but I really don't know how many degrees Celsius are to Kelvin. (I need to convert .021 degK/s to deg/C)

1 degree celsius = 1 degree Kelvin. The two scales are just offset from each other by the 273.
 
One starts at absolute zero and one starts at freezing point of water.
 
Is this how you convert the derivative, though? I know how to convert when it isn't the derivative, but...
 
... what?
Maybe derivative isn't the word you're looking for?
 
What exactly is it you are trying to calculate? Since the "sizes" of degrees K and degrees C are the same, temperature increasing by 1 degree Kelvin also increases by 1 degree C. If temperature is increasing by, say 10 degrees Kelvin per hour, it is increasing by 10 degrees Centigrade per hour.
 

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