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Energy quantisation

Energy quantisation

Lecture 35: Quantised

Lecture 35: Quantised energy levels Discrete spectrum The discrete spectrum arises from transitions between energy levels: ∆E = E n − E m = h f where h = 6.6 × 10 −34 J s is the Planck constant. Matter and Interactions: 7 210

Lecture 35: Quantised energy levels Harmonic oscillator The harmonic oscillator has one of the simplest spectra. ( E N = N + 1 ) ω 0 2 where = h/2π, ω 0 = √ k s /m Matter and Interactions: 7 211

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