The attractive potential for an atom is given by
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The attractive potential for an atom is given by V=Vo ln(R/Ro)
Explanation:
In the above equation, Vo and Ro are constant
R is the radius of the circle
The radius "r" varies with n2
Vn = e / √4 π ϵo mrn
vn = 1 x e ^2 x 1/ n x 4 π ϵo x (h/ 2π)
rn = (n2/m ) (h/ 2π) x 4 π ϵo/ e^2
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The attractive potential of an atom is given by v0 ( r/r0).
- When electrons are excited they travel further away from the atom to a higher energy orbital. The further the orbital comes from the nucleus, the higher an electron's potential energy at that energy level.
- In the given formula both Vo and Ro are constants and R is the radius of the orbit.
- In the formula, the radius R of the Nth Bohr's orbit is dependant on the principal quantum number n as rαn²
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