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LagrangeEuler
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When you solving Sroedinger eq for hydrogen atom you get energy values ##E_n\approx \frac{1}{n^2}##. Why for some value of this energy electron don't leave atom?
The bound states have negative (!) energies ##E_n\approx -\frac{1}{n^2}##LagrangeEuler said:When you solving Sroedinger eq for hydrogen atom you get energy values ##E_n\approx \frac{1}{n^2}##. Why for some value of this energy electron don't leave atom?
A hydrogen atom is the simplest and most abundant atom in the universe. It consists of one proton in its nucleus and one electron orbiting the nucleus.
A hydrogen atom is formed through the process of nuclear fusion, where hydrogen nuclei combine to form helium. It can also be formed through the decay of other atoms.
The structure of a hydrogen atom is a single proton in the nucleus and one electron orbiting the nucleus in a single energy level.
Some properties of a hydrogen atom include its small size, low mass, and ability to form chemical bonds with other atoms. It also has a high ionization energy and can exist in three different isotopes.
Hydrogen atoms have various uses, such as fuel for combustion engines, as a source of energy for fuel cells, and in the production of ammonia for fertilizers. It is also used in the production of various chemicals and in the study of atomic and molecular structures.