We consider a wavefunction of the form ψ=A exp(i216293 x) exp(-(x-117.7)2/(4×16.42)). What is the magnitude of A that normalises the wavefunction (in m-1/2)? The distances 117.7 and 16.4 are in microns... do the dimensions of 216293 matter? (FYI: A ei θ will also give normalisation, but we use the real value, i.e. θ=0)
We consider a wavefunction of the form ψ=A exp(i216293 x) exp(-(x-117.7)2/(4×16.42)). What is the magnitude of A that normalises the wavefunction (in m-1/2)? The distances 117.7 and 16.4 are in microns... do the dimensions of 216293 matter? (FYI: A ei θ will also give normalisation, but we use the real value, i.e. θ=0)
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We consider a wavefunction of the form ψ=A exp(i216293 x) exp(-(x-117.7)2/(4×16.42)). What is the magnitude of A that normalises the wavefunction (in m-1/2)? The distances 117.7 and 16.4 are in microns... do the dimensions of 216293 matter? (FYI: A ei θ will also give normalisation, but we use the real value, i.e. θ=0)
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