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Dammes
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Im wondering how potential can act as a boundary for electrons in a 1-D time independent infinite well?
An infinite well is a theoretical model used in quantum mechanics to describe the behavior of particles, such as electrons, confined within a certain space. The potential boundaries of the well act as constraints on the movement of the particles, causing them to behave differently than they would in an open space.
The potential of the infinite well creates a boundary that restricts the movement of electrons. As the potential increases, the well becomes deeper and the electrons are more confined, leading to a decrease in their energy levels and a change in their behavior.
No, an electron cannot escape from an infinite well regardless of how high the potential is. This is because the potential acts as a barrier that prevents the electron from leaving the well.
The size of the infinite well determines the energy levels that electrons can occupy. As the size of the well decreases, the energy levels become more closely spaced, leading to a higher probability of finding an electron at a particular energy level.
When an electron reaches the boundary of an infinite well, its energy decreases due to the potential barrier. This causes the electron to undergo a change in its behavior and may result in it being confined to a specific energy level within the well.