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According to Heisenberg's Uncertainty Principle when we shoot or project photons on an electron from one side then there is 100% possibility that there is some error in calculating the position and momentum of the electron because it may change its position but as shown in the photograph if we project photons on an electron from all sides or directions then will we be able to find the position and momentum of electron precisely? Though the technology to do this may have to be very advanced but if such kind of Technology existed then could it be possibly done?

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closed as unclear what you're asking by Emilio Pisanty, WillO, Kyle Kanos, Dvij Mankad, PM 2Ring May 21 at 19:48

Please clarify your specific problem or add additional details to highlight exactly what you need. As it's currently written, it’s hard to tell exactly what you're asking. See the How to Ask page for help clarifying this question. If this question can be reworded to fit the rules in the help center, please edit the question.

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    $\begingroup$ Probable duplicate: physics.stackexchange.com/q/114133 $\endgroup$ – jacob1729 May 21 at 14:46
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    $\begingroup$ Short answer is no. Long answer is that you probably need to specify your setup better, because at the moment it seems you need to know where the electron is before you can even send the photons, which is counterproductive. $\endgroup$ – jacob1729 May 21 at 14:47
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    $\begingroup$ According to traditional science, electrons don't have music preferences. But suppose I devise an experiment that will reveal for certain whether a particular electron prefers pop or classical Of course the technology to do this might have to be very advanced, but let's suppose the technology exists and then formulate a question on that basis. Would that question be on topic for physics.stackexchange? $\endgroup$ – WillO May 21 at 17:10
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No. The Uncertainty Principle applies regardless of the number of photons being used to determine the electron’s position or momentum. It is an inescapable part of quantum mechanics.

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Our currently accepted theory, the Standard Model, together with QM, has been validated by numerous experiments, and the theory fits the data the best, that is why we use these theories as our underlying methods to model the physical phenomena.

These phenomena include the orbit of the electron. It is very important to distinct between a classical orbit (that you are maybe using here) from the QM orbital.

Our models predict that (and the experiments verify):

  1. As per the SM, the electron is an elementary point particle, does not have any spatial etension or internal structure.

  2. As per the QM, the electron is in an orbital (not a classical orbit), which means that the electron is existint around the nucleus at a certain energy level as per QM.

Now as per QM, it is all probabilities. The problem is not with out measuring apparatus (this is what your question suggests). The phenomena of the electron not being a classical billiard ball, but a fuzzy point-particle, that is based on the nature of our universe, and QM describes it the most accurately.

The most important thing is that the nature of our universe on the micro level is probabilities. The electron exist around the nucleus at a certain energy level as per QM everywhere with certain probabilities. Now you are suggesting that we should try to shoot photons a towards the electron from all directions.

Now, to do that, we at least would have to have a certain part of space as the probable location for the electron. In this case you most probably would have to have an electron existing around a nucleus, where we would have at least some information about the position of the nucleus. And no, you cannot have an electron at rest in an experiment, and you cannot have an electron in vacuum at rest where you shoot photons towards the electron. So in your setup the electron should exist around a nucleus.

Now since the electron exists around the nucleus, you would start shooting photons towards the nucleus, and expect the electron to start having a more and more defined position (in your theory).

This method would not be able to restrict the electron to a smaller space then what is described by its wavefunction, the description of the probability distribution of the electron around the nucleus. What you would get, even if you would get more info about the electron's position with some advanced technology, is that the electron exists around the nucleus. But we already know that with today's technology, so what would be the advancement?

Now, to get a more precise measurement of the electron's position you would have to want to restrict it to a smaller and smaller space around the nucleus. This has two problems:

  1. Heisenberg uncertainty principle, as you would start restricting the electron to a smaller position (QM orbital) around the nucleus, it would gain momentum, so its momentum would be known with less certainty, and you would lose information instead of gaining.

  2. Pauli exclusion principle, the electron is a fermion, like the quarks in the nucleus, and as they would get closer and closer, you would get to a limit where they simply would not be able to get closer, and your technology would not work again. This is again the nature of QM.

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    $\begingroup$ What gave you the idea that the OP's electron was bound to an atom? $\endgroup$ – WillO May 21 at 18:09

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