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rozan977
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How does energy become quantized in an infinite potential well??
rozan977 said:How does energy become quantized in an infinite potential well??
rozan977 said:How does energy become quantized in an infinite potential well??
Feldoh said:Honestly from a mathematical standpoint it comes about due to the boundary conditions of the Schrodinger equation for an infinite potential well.
rozan977 said:But what if the solution we assume of Schrodinger equation be in exponential form??
rozan977 said:But what if the solution we assume of Schrodinger equation be in exponential form??
Quantized energy in an infinite potential well refers to the discrete energy levels that an electron can have when confined within a well of infinite potential. It is a concept in quantum mechanics that describes the behavior of particles in a confined space.
The quantized energy levels in an infinite potential well can be calculated using the Schrödinger equation, which is a mathematical equation that describes the behavior of quantum particles. The solutions to this equation result in discrete energy levels, or "energy states", for the particles within the well.
The concept of quantized energy in an infinite potential well is significant because it helps us understand the behavior of electrons in a confined space. It also helps explain phenomena such as the stability of atoms and the emission and absorption of light at specific wavelengths.
No, the energy levels in an infinite potential well are fixed and cannot be changed. They are determined by the size of the well and the mass of the particle confined within it.
The depth of the potential well does not affect the quantized energy levels. As long as the potential well is infinite, the energy levels will remain the same. However, a deeper potential well will result in a larger energy difference between adjacent levels, making it more difficult for electrons to transition between them.