Calculate the wavelength of the radiation emitted, when an excited atom of energy band gap 12.43 keV comes back to ground state.
Solution.
ΔE=h×cλ\Delta E = \frac{h \times c}{\lambda}ΔE=λh×c
λ=h×cΔE\lambda = \frac{h \times c}{\Delta E}λ=ΔEh×c
λ=6.63∗10−34×3∗1081.99∗10−15=0.01 nm\lambda = \frac{6.63*10^{-34} \times 3*10^8}{1.99*10^{-15}} = 0.01 \ nmλ=1.99∗10−156.63∗10−34×3∗108=0.01 nm
Answer:
λ=0.01 nm\lambda = 0.01 \ nmλ=0.01 nm
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