What Happens When High-Speed Electrons Hit Gold Foil?

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The discussion centers on the behavior of high-speed electrons when fired at gold foil, drawing parallels to Rutherford's alpha particle experiments. It concludes that while electrons can rebound, their scattering does not provide a direct measurement of their size due to the larger size of the gold nucleus and protons. The tightest upper limit on the electron radius is established at r < 10^{-22} meters, with high-energy scattering experiments probing down to r ~ 10^{-20} meters, consistently supporting the point-like model of the electron. Hans Dehmelt's Nobel Prize-winning work further reinforces these findings.

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granpa
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everyone knows that Rutherford fired alpha particles at high speed at gold foil and some rebounded directly back and that from this he concluded that it must be very small. what about electrons. if electrons are fired at high speed at gold foil then do some rebound directly back? how far down does this sort of experiment show the field of the electron extending to.

how much energy can electrons have and still rebound directly backwards?
 
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I don't know about gold foil, but there has been at least one high-energy accelerator used for electron-proton collisions: HERA at DESY in Hamburg, Germany.
 
It should be emphasized that Rutherford discovery is not merely about some backwards scattering. It's about the angular distribution of the scattering. In fact, most of the alphas were almost not deflected, indicating that the gold nucleus was smaller than Thomson's "plum pudding".
 
Firing electrons at gold or at protons does not measure the electron size, because the gold and the proton are too big themselves. Electron electron scattering is consistent with scattering of point charges. The accuracy of the experiments provides a very small upper limit to the electron radius.
 
The tightest upper bound on the electron radius that I'm aware of is r &lt; 10^{-22} meters, from http://www.iop.org/EJ/abstract/1402-4896/1988/T22/016/. High-energy scattering experiments can probe down to r \sim 10^{-20} meters, if I recall correctly, at which distance the electron still "looks pointlike".
 
Hans Dehmelt won the Nobel prize for experiments like that. His result is a smaller upper limit than e-e scatering. All measurements are consistent with a point-like electron, which is the preferred theoretical model.
 

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