Это моя Нобелевская:
Meanwhile this is 100% Nobel:
The interference pattern, in Young's 200-and-something years old double-slit experiment, appears on the screen when the width of the slits approaches the wavelength of the emitted monochromatic light. If the width of the slots is increased, then the illumination of the screen will increase, but the severity of the minima and maxima of the interference pattern will fall until it completely disappears. This experiment is practically the same as the all for quantum entanglement.
In the double-slit experiment, we are talking about the excitation of atoms at the edges of the slits, due to the photoelectric effect. That is, due to the inclusion of extra photons in the atoms, which takes them out of a more-or-less stationary state. Under the influence of it the direction of movement of photons changes: instead of the shortest they choose other. Also obvious that the minima and maxima are set by the spins of electrons, as well as by a doubtable possibility that other nucleons (forming atoms) influence the process.
This photoelectric exists because these atoms are accumulation but not material points, with not somehow limited-fixed number of elements (for material there is no such). Indeed, the fact that the interference pattern blurs (with the increase in the width) clearly confirms that, where the capture force on passing by photons (due to excitation) decreases depending on the distance to the center of the atoms; which is confirmed by a rewritten for accumulation Newton's and Coulomb's laws.
In the case of quantum entanglement photons can interact because they are accumulation points; which the interaction can be seen because they are sets with a very few elements. Hence atoms aren't material points too! But it's problematic to fix the same entangelemnt due to their number of elements, even if there is one.
