Understanding the use of a figure in thermodynamics.

AI Thread Summary
The discussion centers on the melting ice equation and the specific heat of fusion value for water. A discrepancy was noted between the value of water's latent heat of fusion (Lf) at 3.35 × 10^5 J/kg and the commonly cited 334 J/g. It was clarified that converting from "per kg" to "per g" involves dividing by 1000, resulting in a value of 335 J/g, which is essentially a rounding difference from 334. The original poster acknowledged the misunderstanding and confirmed the issue was resolved. The conversation highlights the importance of unit conversion in scientific calculations.
Mbywater94
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I came across an equation used in one of the forums from a few years ago.

Found here: https://www.physicsforums.com/threads/calculate-how-long-it-will-take-for-the-ice-to-melt.531908/

I am researching a similar topic into melting ice and using it as a cooling solution.

However when i came across this equation everything was done correctly but a figure stuck out.

Why is the value of water's "Lf = 3.35 × 105 J kg-1" when in all other areas of the internet it is valued at 334 j / g?

I want to use this method to solve my own issue with a container but which value is correct for this equation?

Any assistance is greatly appreciated.

Thanks
Michael
 
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Converting from "per kg" to "per g" means dividing by 1000. If you divide 3.35 times 105 by 1000, you get 335. Are you asking about the difference between 335 and 334? Sounds like a simple rounding difference.
 
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Ken G said:
Converting from "per kg" to "per g" means dividing by 1000. If you divide 3.35 times 105 by 1000, you get 335. Are you asking about the difference between 335 and 334? Sounds like a simple rounding difference.
I see my error, yes it is a simple rounding difference. It just threw me off a first glance, its been a long night hehe! Problem solved!
 
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