The energy-time uncertainty principle says
ΔEΔt≥ℏ/2.ΔEΔt≥ℏ/2.ΔEΔt≥ℏ/2.
Hence, the minimum range of energies of the resulting photons that are emitted
ΔE=ℏ2Δt=1.05×10−342×10−8=5.25×10−27J.ΔE= \frac ℏ{2Δt} = \frac {1.05×10 ^{−34}}{2\times10^{-8}} =5.25×10 ^{−27} J.ΔE=2Δtℏ=2×10−81.05×10−34=5.25×10−27J.
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