Quantum measurement of energy

In summary, the conversation discusses the possibility of measuring energy in quantum systems and how it relates to position measurement and uncertainty relations. It also brings up the question of how to measure the energy of a single particle and the use of electrostatic lenses to do so. The conversation also mentions the use of angle-resolved photoemission technique in measuring band dispersion in materials.
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I would like to know, does anyone know of specific examples of quantum measurement of energy? The reason I am asking is that anything that is observed is ultimately in a position space as opposed to momentum space (for example, it might be specific position of the errow of a measurement device). So, does energy measurement ultimately involve position measurement? If so, how can we get around the uncertainty relations?

I also have a related question: how is it possible to measure an energy of a single particleanyway? For one thing, its energy is very small, so how can it be suffi cient to cause something classically observed. Also, in light of second quantization, a particle can decay any time.
 
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  • #2
My avatar is a CCD image of photoelectrons emitted from a material. The vertical axis is energy, the horizontal axis is momentum. It measures the band dispersion of the material in a particular crystal symmetry direction using angle-resolved photoemission technique.

The energy is measured, using this instrument, using a series of electrostatic "lenses". But this is similar to putting those photoelectrons (or any charge particle) into a dipole magnet and bending the trajectory. By knowing the strength of the field, and the amount that the particle got bent in the field (i.e you look at a screen and the position where the particle hits), you can measure its energy. This is a technique that we often used in electron particle accelerator.

Zz.
 

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