- #1
Gerinski
- 323
- 15
Layman question here. I have often read that the known laws of physics, QM and Relativity, do not make a difference between past and future, they are perfectly reversible in time. The only fact which gives time its preferred arrow is the 2nd Law, the increase of entropy, which manifests in the evolution of macroscopic systems (possibly as a result of simple statistical probabilities).
So my question is, in purely quantum experiments, such as say a simple double-slit or a delayed choice quantum eraser, I understand that entropy increase does not show up, it is not applicable to this scale of event. Is that correct?
Because if so, the next question, this would mean that in such an experiments, the arrow of time is not present. They are dictated only by the "pure" relevant law(s) of nature, "unadulterated" by the statistical evolution effects of the 2nd Law, that is, the time-reversible law(s). I ask this because particularly in the delayed choice experiment there is always the argument that "the particles seem to behave in one or another way at the slits depending on the configuration of the apparatus they will find after the slits". That is, the "mystery argument" comes by invoking that the experiment follows the presumed arrow of time, i.e. the slits lie in the past of the eraser device and vice-versa.
Isn't this a bit of a contradiction? Shouldn't we remove any concern about a time arrow when describing such experiments? Can we say that such an experiment can be equally described in time-reverse by the same laws of physics? Or is it that even in such quantum-scale experiments we must account for an entropy increase and therefore consider them in a single time direction past -> future?
Thanks
So my question is, in purely quantum experiments, such as say a simple double-slit or a delayed choice quantum eraser, I understand that entropy increase does not show up, it is not applicable to this scale of event. Is that correct?
Because if so, the next question, this would mean that in such an experiments, the arrow of time is not present. They are dictated only by the "pure" relevant law(s) of nature, "unadulterated" by the statistical evolution effects of the 2nd Law, that is, the time-reversible law(s). I ask this because particularly in the delayed choice experiment there is always the argument that "the particles seem to behave in one or another way at the slits depending on the configuration of the apparatus they will find after the slits". That is, the "mystery argument" comes by invoking that the experiment follows the presumed arrow of time, i.e. the slits lie in the past of the eraser device and vice-versa.
Isn't this a bit of a contradiction? Shouldn't we remove any concern about a time arrow when describing such experiments? Can we say that such an experiment can be equally described in time-reverse by the same laws of physics? Or is it that even in such quantum-scale experiments we must account for an entropy increase and therefore consider them in a single time direction past -> future?
Thanks