How can you determine the size of hydrogen atom using uncertainty principle potential energy of an electron V=−e4ΠE0a, were 'a' is the distance of electron from the nucleus.
How can you determine the size of hydrogen atom using uncertainty principle potential energy of an electron V=−e4ΠE0a, were 'a' is the distance of electron from the nucleus.
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Q2
Using the Heisenberg uncertainty principle arrange the following particles in the order of increasing lowest energy possible. (I) an electron in H2 molecule (II) a H atom in a H2 molecule (III) a proton in the carbon nucleus (IV) a H2 molecule within a nanotube
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Q3
In the hydrogen atom, the kinetic energy of the electron is 3.4eV. The distance of that electron from the nucleus:
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Q4
In Rutherford's model if the electron of Hydrogen atom is going with a velocity varound the nucleus, then find the magnitude of potential energy of the electron.
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Q5
As an electron is brought from an infinite distance close of nucleus of the atom, the energy of electron: