Simple question said:
1) So are you saying that you choose some random z axis because you know in advance that the magnetic moments of the Ag atoms is
orthogonal (not none, not zero) to
that specific z direction only ?
That's not how the Ag atom are prepared,
they are not in the X direction eigenstate.
2) OK, I agree that both cases are equivalent then.
Except my point is that each angle chosen (and measurement taken, if you made them in series), depends on the previous ones. Likewise, the first apparatus has to be aligned with the source output.
The link between those measurement are
particle path. You cannot get those "magnetic moment" measurement otherwise. So if something is observed to be conserved, is it the apparatuses that "transfer spin" between themselves then ? How classical macroscopic object could do this ? What about nature in the absence of measuring devices ? Aren't measuring devices made of quantum particles themselves ?
3) So am I correct in thinking that you mean collapse of the measuring device only ?
4) I don't understand the "since". How a "pass or not pass" would imply "has not X component" ? Actually the X and Y component are precisely equals. So it has 0.5 chances to pass. How could it be otherwise ? Which other value could it have ? a 1/2 frequency maybe ?
Even trying to adopt your point of view, if is is not based on the
X component of the photon, how would a polarizing filter "decide" ?
5) Yes, but my point is that you don't "create" momentum by "changing frame". It is conversed, and all inertial frame agree. So it does not belong or depend-on any "frame".
6) OK. But I have a hard time understanding your ontology. Do you have some reference to point me to ? Maybe it is something like Peter Morgan describe in
this other thread ?
1) I know, but to me, the real mystery is (Sakurai's book on QM helped me understand this) when we measure the u component of spin after the system has been prepared in the v+ component orthogonal to u: if the system really has ("really" in the sense of "intrinsically" or in some other sense I can't name because I'm not experienced with terminology) the v+ component of spin, why does the magnet (u oriented) split the beam in two, equally distributed, different beams and, more important, why does subsequent magnets v oriented again, splits again each beam in other two equally distributed, different beams?
My intuition (don't know if it can be called "interpretation") is that the (gradient of) B field u oriented
destroys the "v+" property of the quantum system (Ag beam) and creates the "u+" property in the first splitted beam and the "u-" property in the other; the field does not affect this if it's oriented along the same axis of which the system has been prepared.
So in my vision the magnet/field does 3 different things according to the experimental setting and the initial system's state:
a) if the system has been prepared in the v+ state and the magnet's field is along v, we could even avoid making the "measure" because the system's state after passing the magnet will be the same: v+:
the apparatus doesn't affect the system's property.
b) if the system has been prepared in the v+ state and the magnet's field is along u, the "measurement" is, actually, a destruction of that v+ property:
the apparatus destroyes the property.
c) In the last case, furthermore,
the apparatus creates another property on two different, equally distributed, beams: the u+ property in one beam and the u- property in the other. Even if we don't know in which state the system was prepared, or not, before the "measurement", we know it couldn't be an eigenstate of the u observable (that is of the u component of the magnetic moment).
How can the system and the apparatus interact in such a way to give a), b), c)? Don't know.
2) The system's property is real but the measuring apparatus can: do nothing, destroy, create it, according to the situation. So the property doesn't belong on the system only or on the apparatus only, it depends on both, in general.
3) According to Copenhagen interpretation it's the system, but in my vision what is called "collapse" is something a bit more complicated and we should refer to the previous points 1), 2) ("fenomenology"?)
4) What I mean is that the measuring device is quite a rough one because, on a single photon, it doesn't give the value "x", component of the vector x
i+y
j, but only "yes" or "no". You would say "that's the way this kind of detector work". So the question is: does the system's property depend only on the system itself or in "how a detector works" too?
5) Don't understand. Momentum is frame dependent so, in a sense, you do create momentum (or energy, or velocity or acceleration, or position, or lenght, ...) by changing frame of reference.
6) Don't know if all this has a name, but it probably has (haven't read much about interpretations in literature), I find it difficult to believe I'm the first to think in these terms.
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