Emergent coordinate systems in quantum physics

In summary, particles exist in a state of superposition where they can be in multiple locations and have multiple properties at the same time. This is known as "weirdness" and is a concept that is at odds with classical physics. The concept of position, distance, and speed do not apply to particles in this state unless they interact with other systems. This is a result of particles not exchanging information with other particles when unobserved. The idea of "spooky action at a distance" is dependent on one's interpretation of quantum states, as some interpretations do not have this issue. In superposition, particles have multiple states and properties, but this does not mean that they do not have a defined spin or position. It simply means
  • #1
zdcyclops
15
5
Do unobserved particles exchange information with other particles? If not then they are not only unobserved but also un-observing, which would seem to mean that they not only do not have a well defined position but that the very concept of position does not exist for them, nor does distance or speed or direction or any other property that involves those listed. Unobserved particles have no reference frame until they interact with other systems. This is my interpretation of so called weirdness. I would like comments and to know if this is at odds with accepted theory.
 
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  • #2
zdcyclops said:
Do unobserved particles exchange information with other particles?
What do you think happens in scattering experiments? We prepare particles in an initial state, arrange for them to collide, and observe the output particles. We don't observe the detailed interaction by which the initial particles transform into the output particles.

So (of course) interactions don't somehow "switch off" when we're not directly observing particles.
 
  • #3
My post was an attempt to explain how a particle can be in more than one location at a time and the" spooky action at a distance" that Einstein objected to. If you imagine that you are the particle what would see, if you cannot see the rest of the universe then the concept of location does not apply to you.
 
  • #4
If we don't observe a particle's spin, that does not mean that the particle has "more than one spin at the same time". It does not mean that the particle does not have a spin. And it does not mean that the concept of spin does not apply to this particle. It simply means that the particle is in a superposition of states with different spin. You're reading entirely too much into this.
 
  • #5
zdcyclops said:
My post was an attempt to explain how a particle can be in more than one location at a time and the" spooky action at a distance" that Einstein objected to.

Particles are not in more that one location at a time - what they are doing when not observed is anyone's guess although various interpretations have their own take. 'Spooky action at a distance' depends entirely on the interpretation you have of a quantum state - in some it has that issue - in others it doesn't.

Thanks
Bill
 
  • #6
Bill: I disagree imagine that you are the particle and you look around you, if you are not receiving information from other particles what test could you do to determine your position or speed. Position is defined by your relation to other objects that you see. Einsteins' "do you really believe the moon is not there when you're not looking at it", should have been how do you define there .
 
  • #7
zdcyclops said:
Bill: I disagree
That's fine. I wasn't expecting to convince you anyway. :smile:

zdcyclops said:
imagine that you are the particle and you look around you, if you are not receiving information from other particles what test could you do to determine your position or speed.
This is the familiar cat paradox, from the point of view of the cat, who is in a superposition of states. Feel free to interpret a superposition any way you like, but don't expect that a classical interpretation will be sufficient.

Position is defined by your relation to other objects that you see.
For a system which is not interacting with the rest of the universe, its current state is determined by its initial conditions and its subsequent evolution according to the Schrodinger Equation.
 
  • #8
Bill_K said:
If we don't observe a particle's spin, that does not mean that the particle has "more than one spin at the same time". It does not mean that the particle does not have a spin. And it does not mean that the concept of spin does not apply to this particle. It simply means that the particle is in a superposition of states with different spin. You're reading entirely too much into this.

Bill, I am not quite getting how all these sentences can be true at the same time. If it in a superposition does that not mean the spin is indeteminate?
 

1. What are emergent coordinate systems in quantum physics?

Emergent coordinate systems in quantum physics refer to the phenomenon where a system's coordinates or position cannot be precisely determined due to the inherent uncertainty in quantum mechanics. This means that instead of a definite position, the system's coordinates exist as a probability distribution.

2. How do emergent coordinate systems arise in quantum physics?

Emergent coordinate systems arise in quantum physics due to the Heisenberg uncertainty principle, which states that the more precisely we know the position of a particle, the less precisely we can know its momentum, and vice versa. This uncertainty leads to the emergence of probabilistic coordinate systems.

3. Can emergent coordinate systems be observed?

No, emergent coordinate systems cannot be directly observed. This is because the act of observation itself affects the system's coordinates, making it impossible to determine their precise values. Instead, scientists can only measure the probability of the system being in a certain position.

4. What are the implications of emergent coordinate systems in quantum physics?

The existence of emergent coordinate systems has significant implications for our understanding of the fundamental nature of reality. It challenges the traditional notion of a deterministic universe, where everything has a definite position, and instead suggests a probabilistic and uncertain nature of particles and their coordinates.

5. How do scientists study emergent coordinate systems in quantum physics?

Scientists study emergent coordinate systems through various experimental techniques, such as the double-slit experiment and the Stern-Gerlach experiment. These experiments involve measuring the position and momentum of particles and observing the effects of the uncertainty principle on the system's coordinates.

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