Hail, hail entropy!

S=k. log W

A common interpretation of entropy is that it is somehow a measure of chaos or randomness. There is some utility in that concept. Given that entropy is a measure of the dispersal of energy in a system, the more chaotic a system is, the greater the dispersal of energy will be, and thus the greater the entropy will be.

Your article reminds me so much of a recent @TechConnectify video. Are you aware of Technology Connections (aka angry dishwasher man). Alex explains a lot of Technology, old and new. If not, whoo boy are you going to learn a thing or two about dishwashers.

Their recent video discusses, I think, electrification (mainly of cars) just so darn well that I hartily recommend sending it to all those who are still somewhat on the fence.

youtube.com/watch?v=KtQ9nt2ZeG…