Re:You can have geothermal power everywhere if you drill dee...
by kragen on Sunday February 27, 2022 @02:01PM
(#30491389)
Wood has about the same specific heat as aluminum, but a wooden ladder weighs much more, so a wooden ladder at the same temperature contains much more sensible heat to eventually conduct into the user's hand.
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Re:You can have geothermal power everywhere if you drill dee...
by iancmceachern on Monday February 28, 2022 @06:58PM
(#30507008)
I looked it up. Actually wood had about twice the specific heat as aluminum. So I must revise my original comment to remove specific heat as a driving factor. This leaves only thermal conductivity. A wood ladder would have more heat to give than an aluminum one, but it still is able to give it much slower, making it ok to touch for longer.
Re:You can have geothermal power everywhere if you drill dee...
by kragen on Monday February 28, 2022 @09:19PM
(#30508443)
Agreed. I'm surprised the difference in specific heat is so large! Maybe that's fairly humid wood? Because glucose is about 220 J/mol/K https://webbook.nist.gov/cgi/cbook.cgi?ID=C492626&Mask=2#The... and 180.2 g/mol https://en.wikipedia.org/wiki/Glucose, working out to 1.2 J/g/K, and aluminum is 24.2 J/mol/K and 27.0 g/mol, giving 0.90 J/g/K.
My general rule is that everything is 1 J/g/K except water, which is 4.2. It's obviously not true, but almost always within a factor of 2, and 1 is an especially easy number to multiply and divide by.
Re:You can have geothermal power everywhere if you drill dee...
by jholman on Tuesday March 01, 2022 @10:26AM
(#30515287)
Reading your first paragraph, I was thinking "water. the answer is always water", when it comes to estimating the properties of life-stuff vs everything-else-stuff within a factor of 2. Not obviously, of course, but it's just such a powerful heuristic.
Reading your second paragraph, I see you're familiar with the principle, and added a good heuristic to my stockpile, thank you.