Double-slit experiment questions

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The discussion centers on two main questions regarding the double-slit experiment in quantum physics. First, it clarifies that even with a single slit, electrons exhibit a wave-like pattern when many are detected, similar to light passing through a single slit. Second, it addresses the measurement issue, explaining that detecting a particle as a particle does not imply time travel; rather, it is the potential for measurement that affects the observed interference pattern. The introduction of polarizers demonstrates how gaining information about which slit a photon passes through alters the results, confirming that measurement influences the wave-particle duality. Ultimately, the findings emphasize that measurement impacts the interference pattern without necessitating the concept of time travel.
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I recently been reading up quantum physics including the double-slit experiments and I got two basic questions:

1# Why does the electron not act like a wave when there is only one slit? Shouldn't a single slit still result in a wave like pattern?

2# 'Measuring' the wave seems to turn it into a particle. Even if this is done after the slits. Yet some scientist are calling this potential time travel. How do they know its not simple a wave that instantly turns into a particle at the point of 'measurement' without any 'time travel'?
 
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v6WR5Pfk6Jm4 said:
I recently been reading up quantum physics including the double-slit experiments and I got two basic questions:

1# Why does the electron not act like a wave when there is only one slit? Shouldn't a single slit still result in a wave like pattern?

It does. If you map out the pattern from thousands of electrons on the detector, you will find that it matches that of a wave passing through a single slit. See here: http://physics.bgsu.edu/~stoner/P202/quantum2/sld012.htm

The pattern matches that of light that passes through a single slit as well.

2# 'Measuring' the wave seems to turn it into a particle. Even if this is done after the slits. Yet some scientist are calling this potential time travel. How do they know its not simple a wave that instantly turns into a particle at the point of 'measurement' without any 'time travel'?

First, let me clarify that when we detect any particle, we are detecting it as a particle. It is only when we look at the combined pattern of many many particles do we see the wave-like effects such as interference. As for time travel, I don't see it that way.
 
First, let me clarify that when we detect any particle, we are detecting it as a particle. It is only when we look at the combined pattern of many many particles do we see the wave-like effects such as interference. As for time travel, I don't see it that way.

But that still leaves me with the same question... What if we 'measure' every single one these electrons/photons before during or after the slits, we wouldn't see interface in any of these situations right?. So why isn't the conclusion that the measures are simple 'converting' it into particles?
 
v6WR5Pfk6Jm4 said:
But that still leaves me with the same question... What if we 'measure' every single one these electrons/photons before during or after the slits, we wouldn't see interface in any of these situations right?. So why isn't the conclusion that the measures are simple 'converting' it into particles?

When this test is done with polarized light, you can see why this view can be eliminated. Have the source light polarized at 45 degrees. Place a polarizer in front of the left slit oriented at 0 degrees. Place another polarizer in front of the right slit also oriented at 0 degrees. RESULT: no information is gained when light comes through the slits as to which slit the photon passed through. Therefore, an interference pattern IS seen.

Change the polarizer in front of the right slit to be oriented at 90 degrees. The photon can now only go through the left slit OR the right slit, but NOT BOTH. Further, if you were to measure the polarization of the photon when it hits the screen, you would know which slit the photon went through. You don't actually need to do this, it is enough that you could. RESULT: information IS gained when light comes through the slits as to which slit the photon passed through. Therefore, NO interference pattern is seen.

Obviously, the only change is the orientation of a polarizer and that is sufficient to change the results from interference to no interference. So that does not correspond to your hypothesis. Because the same kinds of measurements are happening regardless of polarizer orientation!
 
Time reversal invariant Hamiltonians must satisfy ##[H,\Theta]=0## where ##\Theta## is time reversal operator. However, in some texts (for example see Many-body Quantum Theory in Condensed Matter Physics an introduction, HENRIK BRUUS and KARSTEN FLENSBERG, Corrected version: 14 January 2016, section 7.1.4) the time reversal invariant condition is introduced as ##H=H^*##. How these two conditions are identical?

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