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Questions tagged [wavefunction-collapse]

Wavefunction collapse amounts to the apparent reduction of a wavefunction consisting of a superposition of several eigenstates to a single eigenstate (by "observation"). It underlies measurement in quantum mechanics and connects the wave function with classical observables, in a thermodynamically irreversible interaction with a classical environment, normally disfavoring future QM interference.

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The equations of classical physics are time reversible -- unchanged when $t$ is replaced by $-t$. The Schrodinger equation in quantum mechanics is time reversible -- unchanged when $t$ is replaced by ...
Maurice Mizrahi's user avatar
1 vote
0 answers
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When we measure the position of a particle,it collapses to a new wavefunction which is a dirac delta function.It's probability density spikes at a particular position value.So when we measure its ...
Physics's user avatar
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Is it really the act of conscious observation that collapses the wave function, or could it be the presence of additional measurement apparatus eliminates the interference pattern independent of a ...
Steven Clark's user avatar
8 votes
3 answers
1k views

In a beam splitter experiment with a single photon, if I place a detector on one path and after some time it never clicks, why does the wavefunction still collapse to the other path even though I ...
Ahm's user avatar
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2 votes
2 answers
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One of the postulates of quantum mechanics, introduced by Dirac, says that immediately after a measurement of an observable $\hat A$ the wavefunction abruptly becomes an eigenfunction of $\hat A$. In ...
MKO's user avatar
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1 vote
5 answers
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I did my PhD research on device physics of optoelectronic devices. We take the square of $\langle f| H_{int} |i\rangle $ as the photon absorption probability or the theoretical efficiency of a ...
Yuan John Jiang's user avatar
3 votes
1 answer
196 views

I believe Landau is trying to motivate the collapse of a wavefunction. However, there are some parts which are confusing. He claims that the apparatus is in an initial state $\Phi_0(\xi)$ while the ...
user85426's user avatar
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7 votes
3 answers
1k views

The collapse of the wavefunction by comparing it with the Schrodinger equations has some differences: it is higly non-linear while the Schrodinger equation is linear, it is non-local as proven by Bell'...
Root Groves's user avatar
3 votes
3 answers
371 views

As far as I understand as a layman (and forgive me if I say anything wrong, I am merely stating my current understanding), quantum mechanics predicts outcomes based on a wave function, which is a ...
Victor Nordam Suadicani's user avatar
3 votes
2 answers
304 views

I was introduced to the objective wavefunction collapse by dr.Sean Caroll. He explains that objective wavefunction collapse theories say that after some finite time the wavefunction of a electron ...
Root Groves's user avatar
3 votes
2 answers
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In quantum mechanics it is said that a measurement collapses the wave function while perturbation changes the hamiltonian but how a system knows if my interaction with it is just a perturbation or a ...
Ahm's user avatar
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1 vote
2 answers
195 views

When we measure the position of an object its wavefunction collapses to infinity at a particular point. So if we continuously measure the position of the object it will give same value continuously. ...
Wojak's user avatar
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6 votes
0 answers
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I have a pretty solid understanding of ordinary quantum mechanics, but I’m hitting a conceptual block about quantum field theory. My understanding is that we are creating a wavefunction of possible ...
Jeff Bass's user avatar
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0 votes
2 answers
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In this review article on objective collapse theories, which is also linked from this Phys.SE post, at least in the part I've read so far, a deal of fuss seems to be made about the fact that we don't ...
Adam Herbst's user avatar
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Lets say there are two entangled Qubits A, B, very far away from each other and described by the state $|\Psi\rangle = |++\rangle + |--\rangle$ In a reference system S, A measures + and one hour ...
MichaelW's user avatar
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