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Hello;
I was reading a book that described Werner Heisenberg's thought experiment. It said that, when a particle scatters electromagnetic radiation with wavelength \lambda, for the scattered photons to enter the lens of the microscope, they must have a 'sideways momentum' between -\frac{h}{\lambda}\sin\alpha and +\frac{h}{\lambda}\sin\alpha. My question is, what is meant by 'sideways momentum' and how is it any different to ordinary momentum? Can anyone give an analogy to something that I might be more familiar with?
Also, is there a geometrical reason why, for the uncertainty of a particle;
\delta x = \frac{\lambda}{\sin\alpha}
Thanks.
I was reading a book that described Werner Heisenberg's thought experiment. It said that, when a particle scatters electromagnetic radiation with wavelength \lambda, for the scattered photons to enter the lens of the microscope, they must have a 'sideways momentum' between -\frac{h}{\lambda}\sin\alpha and +\frac{h}{\lambda}\sin\alpha. My question is, what is meant by 'sideways momentum' and how is it any different to ordinary momentum? Can anyone give an analogy to something that I might be more familiar with?
Also, is there a geometrical reason why, for the uncertainty of a particle;
\delta x = \frac{\lambda}{\sin\alpha}
Thanks.