This was a great read! But I wish the article would have mentioned how tiny the microscopic time-reversal effects are, compared to macroscopic time reversal. The microscopic effects are too small to explain why we have such a clear direction of time. Our direction of time is defined by the observation that entropy (or "chaoticness") always increases with time. If you mix orange juice with water, you will not see the…
> Therefore, a system transitioning from state to state is much more likely to be in one that looks chaotic, and very, very unlikely to ever go back to a state that is non-chaotic. This one thing I don't understand about the 2nd law of thermodynamics: given enough time won't the system go back to a more organized state simply by chance? And in that case, wouldn't the total entropy be reduced?
Time’s Almost Reversible Arrow
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Re: Time’s Almost Reversible Arrow
#22What s the current thinking on being able to run Schrödinger's cat backwards? How can time be reversed on something in an indeterminate state?
How would the reversing process know the direction and momentum to reverse for each particle?
Re: Time’s Almost Reversible Arrow
#23Re: Time’s Almost Reversible Arrow
#24What s the current thinking on being able to run Schrödinger's cat backwards? How can time be reversed on something in an indeterminate state?
The indeterminacy may not be real. It's just that you don't know the state. I don't believe there is a rule that says you get to know everything.
Re: Time’s Almost Reversible Arrow
#25This was a great read! But I wish the article would have mentioned how tiny the microscopic time-reversal effects are, compared to macroscopic time reversal. The microscopic effects are too small to explain why we have such a clear direction of time. Our direction of time is defined by the observation that entropy (or "chaoticness") always increases with time. If you mix orange juice with water, you will not see the…
> Therefore, a system transitioning from state to state is much more likely to be in one that looks chaotic, and very, very unlikely to ever go back to a state that is non-chaotic. This one thing I don't understand about the 2nd law of thermodynamics: given enough time won't the system go back to a more organized state simply by chance? And in that case, wouldn't the total entropy be reduced?
Re: Time’s Almost Reversible Arrow
#26Earlier quoted context omitted.
But if gravity isn't reversed how would planet formation be reversed? What would allow the matter in a planet to fly apart?
You'd see radiation hitting the planet warming the mantel, complex chemicals breaking down & releasing heat, all warming the planet significantly to the point where it was a molten ball, and finally lots of instability where large explosions were throwing pieces of it into space. Basically take the movie and play it backwards.
Re: Time’s Almost Reversible Arrow
#27Earlier quoted context omitted.
You'd see radiation hitting the planet warming the mantel, complex chemicals breaking down & releasing heat, all warming the planet significantly to the point where it was a molten ball, and finally lots of instability where large explosions were throwing pieces of it into space. Basically take the movie and play it backwards.
I find it very hard to picture a molten ball throwing a giant chunk of cold comet deep into space.
Re: Time’s Almost Reversible Arrow
#28Earlier quoted context omitted.
You'd see radiation hitting the planet warming the mantel, complex chemicals breaking down & releasing heat, all warming the planet significantly to the point where it was a molten ball, and finally lots of instability where large explosions were throwing pieces of it into space. Basically take the movie and play it backwards.
I find it very hard to picture a molten ball throwing a giant chunk of cold comet deep into space.
Re: Time’s Almost Reversible Arrow
#29This was a great read! But I wish the article would have mentioned how tiny the microscopic time-reversal effects are, compared to macroscopic time reversal. The microscopic effects are too small to explain why we have such a clear direction of time. Our direction of time is defined by the observation that entropy (or "chaoticness") always increases with time. If you mix orange juice with water, you will not see the…
However, the argument can apparently be extended to the conclusion that, in a probabilistic sense, your consciousness is just a sliver of a random fluctuation of a near-maximal entropy state. Feynman argued[2] that this shows we do not arise from a random fluctuation, because (even though we're conscious), when we look far away the universe looks highly organized.
Note that those arguments make a bunch of assumptions that may not be valid in our universe, and may not make cosmological sense (entropy is not well defined cosmologically).
[1] https://en.wikipedia.org/wiki/Boltzmann_brain
[2] http://blogs.discovermagazine.com/cosmicvariance/2008/12/29/...
Re: Time’s Almost Reversible Arrow
#30Earlier quoted context omitted.
The indeterminacy may not be real. It's just that you don't know the state. I don't believe there is a rule that says you get to know everything.
Are you proposing a "hidden state" which is unobservable? Such a formulation is not consistent with quantum mechanics, as proven by Bell's theorem, unless you permit instantaneous influence from arbitrarily distant parts of the universe.