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Atomic Structure part 20
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216 views2likes22:33asishbanerjee5697Original Release: 2026-05-11

In Bohr's atomic model, electrons move in discrete circular orbits (shells) with quantized energy levels given by E_n = -2π²me⁴z²/(n²h²), where n is the principal quantum number, z is the atomic number, and the negative sign indicates bound electrons have less energy than free electrons (arbitrarily set to zero at the outermost shell). The radius of each orbit is r_n = a₀n²/z, where a₀ = 52.9 pm is Bohr's atomic radius constant. The electron velocity in each orbit is v_n = v₀z/n, where v₀ = 2.188 × 10⁸ cm/s. Angular momentum is also quantized according to mvr = nh/(2π), meaning it can only take discrete values in whole number multiples of h/(2π). These quantized properties explain why electrons remain in stable orbits without radiating energy, and why energy increases as electrons move from inner to outer shells.

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