The discussion centers on the entropy of helium at absolute zero, referencing the third law of thermodynamics. It posits that the entropy of a statistical system should approach zero as the temperature reaches absolute zero. The conversation raises questions about whether helium crystallizes at this temperature and emphasizes that if the entropy does not reach zero, it suggests an incorrect statistical description of the system.
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Would the entropy of helium at absolute zero be zero?
The statistical entropy of every statistical system should go to zero,when absolute temp goes to zero.If it doesn't,then the statistical description used to get that result is wrong...
It seems like a simple enough question: what is the solubility of epsom salt in water at 20°C? A graph or table showing how it varies with temperature would be a bonus. But upon searching the internet I have been unable to determine this with confidence. Wikipedia gives the value of 113g/100ml. But other sources disagree and I can't find a definitive source for the information. I even asked chatgpt but it couldn't be sure either. I thought, naively, that this would be easy to look up without...
Do the published values of Enthalpy include the work done against a constant pressure, e.g., the atmosphere? (I am not a chemist). I am reviewing enthalpy and entropy as part of the statistical mechanics applied to transistors. I assume, from my reading, that the work done would mostly apply to reactions involving gasses.
I was introduced to the Octet Rule recently and make me wonder, why does 8 valence electrons or a full p orbital always make an element inert?
What is so special with a full p orbital?
Like take Calcium for an example, its outer orbital is filled but its only the s orbital thats filled so its still reactive not so much as the Alkaline metals but still pretty reactive.
Can someone explain it to me?
Thanks!!