Can Quantum Tunnelling Explain the Physicist's Ice Cream Parlor Strategy?

In summary, the comedian is talking about a hypothetical situation where a physicist walks into an ice cream parlor and orders an ice cream for the empty seat next to him. The physicist claims that if the matter above the seat is turned into a woman, then there is a good chance that she will fall in love with him. The owner of the ice cream parlor tells the physicist that he has seen many beautiful women come into the parlor, so the odds of the physicist's prediction coming true are quite high.
  • #1
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On the sitcom 'The Big Bang Theory', one of the jokes goes:

"A physicist walks into an ice cream parlor and orders an ice cream for himself and one for the empty seat next to him. He does this for weeks until the owner asks him what he's doing. The physicist says, "well, I'm a physicist, and quantum mechanics tells us that the matter above this stool to spontaneously change into a beautiful woman, who might accept my offer and fall in love with me. The owner says that lots of beautiful women come in here. Why not buy an ice cream for them? The physicist says, "yeah, but what are the odds of that happening?"

In the DVD feature, the science consultant says that it's based on quantum tunnelling...could someone explain it a bit more in layman's terms? Sounds really interesting

Thanks
 
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  • #2
That's not exactly correct. The materialization of a beautiful woman has more to do with uncertainty principle and wave function collapse. Related concepts, but not the same thing.

At any rate, tunneling is what allows a particle to cross from point A to point B even if it does not have enough energy to be between these two points. For example, in a tunneling microscope, there is a voltage applied between the needle and the sample, but it's not high enough to overcome attraction between electrons and atoms in the needle, so an electron cannot classically cross the gap between needle and sample. However, if you get the needle sufficiently close, the current still flows, as electrons tunnel from needle to sample. Because probability of tunneling decreases exponentially with distance, the tunneling current is extremely sensitive to the distance, allowing tunneling microscope to map out the surface of the sample.
 
  • #3
A more simpler way to envision it is to imagine trying to walk from A to B, but you reach a hill. If you decide to walk over that hill, it will cost you more energy than taking the shortcut, which would be a tunnel straight through it.
 
  • #4

What is quantum tunnelling?

Quantum tunnelling is a phenomenon in which particles are able to pass through potential barriers that would normally be impenetrable according to classical physics. This is possible due to the probabilistic nature of quantum mechanics, in which particles can exist in multiple states simultaneously.

How does quantum tunnelling work?

Quantum tunnelling occurs when a particle encounters a potential barrier that is lower than its own energy level. In this scenario, there is a small probability that the particle will pass through the barrier and continue on its path. This is possible due to the uncertainty principle, which states that the position and momentum of a particle cannot be known simultaneously with perfect accuracy.

What are the applications of quantum tunnelling?

Quantum tunnelling has a variety of applications in modern technology. It is used in scanning tunneling microscopes, which can image individual atoms on a surface. It also plays a crucial role in electronic devices, such as transistors, and in nuclear fusion reactions.

Can quantum tunnelling be observed in everyday life?

While quantum tunnelling is a fundamental aspect of quantum mechanics, it is not typically observed in everyday life. This is because the probability of tunnelling is very small and requires extremely precise conditions. However, there are some rare cases where quantum tunnelling can be observed, such as in radioactive decay.

How does quantum tunnelling relate to quantum computing?

Quantum tunnelling is an important concept in the field of quantum computing. In quantum computers, information is stored in quantum bits, or qubits, which can exist in multiple states at once. Quantum tunnelling allows for the manipulation of these qubits, making it a crucial element in the functionality of quantum computers.

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