Mass of an Electron: Physicist's Measurement Techniques

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Physicists determine the mass of an electron using techniques that involve measuring its charge and its behavior in magnetic fields. J.J. Thompson initially measured the mass-to-charge ratio of electrons by observing their deflection in a magnetic field, while Robert Millikan later determined the charge of the electron through the oil drop experiment. The mass can then be calculated using the relationship between force, mass, and acceleration (F=ma). The discussion also touches on the concept of binding energy, explaining that the mass of a hydrogen atom is less than the sum of its individual proton and electron due to energy released when they combine. This contrasts with combining everyday objects, like bowls of mashed potatoes, where no energy is released in the process.
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Just a quick (hopefully not too dumb) question :

How do physicists determine the mass of an electron? Is there a device or experiment used? I am just confused because of its particle / wave properties.
 
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JJ Thompson (discovery of the electron) measured the ratio of mass/charge by seeing how electrons bent in a magnetic field.
Then Robert Millikan measured the charge with the famous oil drop experiment - so having the charge and mass/charge you can get the mass.
 
The mass of anything is defined by the force it takes to make that particle accelerate in some direction relative to an observer, by F=ma, or M=f/a. If we apply some force f, and observe an acceleration of the electron a, we can easily deduce its mass m.

In practice, they do this in labs with electromagnetic fields. Electrons are negatively charged, and get pushed by magnetic fields (just like bringing positive poles on a magnet near negative poles on other magnets pushes them away from one another); we can observe this movement, and deduce mass.
 
Thanks for the refresher.

The reason I asked was because I was thinking about how a hydrogen atom could weigh less than when it's proton and electron are considered individually. This is due to negative binding energy, meaning you have to put energy into the atom to separate the proton from the electron.

I was just thinking how this applies to real life. I mean if I have 2 bowls of mashed potatoes and I combine them, the 1 bowl of mash potatoes should theoretically weigh the same as the 2 individual bowls of mashed potatoes, correct (neglecting the bowls of course)? Now to separate the one bowl potatoes back into two bowls, I have to put some sort of work, or energy, into the system, correct?

I guess I just confused on how the hydrogen system is different than the mashed potatoes?
 
curiousphoton said:
Now to separate the one bowl potatoes back into two bowls, I have to put some sort of work, or energy, into the system, correct?

But you didn't release any energy when you combined the two bowls of potatoes originally, right? This is different from combining an electron and proton, which does release energy.
 
jtbell said:
But you didn't release any energy when you combined the two bowls of potatoes originally, right? This is different from combining an electron and proton, which does release energy.

So why isn't energy released when combining the two bowls of potatoes? I mean each bowl is a combination of protons and electrons and neutrons, right? So we combine both and don't release energy, but when we combine an electron and proton we do release energy?
 
mgb_phys said:
JJ Thompson (discovery of the electron) measured the ratio of mass/charge by seeing how electrons bent in a magnetic field.
Then Robert Millikan measured the charge with the famous oil drop experiment - so having the charge and mass/charge you can get the mass.
Here is a picture of an electron beam being bent in the field of a Helmholtz coil in an undergraduate physics lab. The diameter of the orbit is ~0.5 cm, and is perpendicular to the direction of the magnetic field.

Bob S
 

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