Motion of Electron: Background Force & Other Particles

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The motion of electrons is influenced primarily by the electromagnetic force, as they are charged particles attracted to positive charges and repelled by negative ones. Quantum mechanics describes electrons not as orbiting in fixed paths but as existing in a 'cloud of probability' around the nucleus. All subatomic particles can move, with their motion not solely reliant on external fields; for instance, collisions can also impart kinetic energy. While electrons exhibit intrinsic spin, this is not classified as motion in the traditional sense. Overall, the discussion emphasizes that various forces, including electromagnetic and weak nuclear forces, facilitate the movement of electrons and other subatomic particles.
Swetha.M.L
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what is the background force for the motion of electron?
is any other sub atomic particle can move? if no why?
 
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The Bohr model of the atom, consisting of a nucleus with electrons orbiting around it like a mini solar system, is no longer considered an accurate picture. Instead, quantum mechanics says that an electron in an atom doesn't have a definite position, but instead takes the form of a 'cloud of probability' covering the locations where the electron is likely to be found. This cloud is called an orbital, but the electron doesn't travel round the nucleus in the classical sense. That being said, the Bohr model is still taught below the undergraduate level because it shows the general structure of the atom.

Outside the atom, the motion of free electrons is most often caused by the electromagnetic force - electrons have charge -1, so are attracted to positive charges and repelled by negative ones. Kinetic energy can also be given to electrons via the weak nuclear force, which occurs in beta decay, and through direct absorption of energy from photons as seen in the photoelectric effect.

Most subatomic particles can move freely - the proton has charge +1, so feels the electromagnetic force in the opposite way to electrons. Neutrons do not have charge, but can be given kinetic energy in fission processes or by collisions with alpha particles, for example. Quarks, on the other hand, have charge, so can be moved by the electromagnetic force, but they also feel the strong nuclear force, whose magnitude increases with quark separation. After very short distances it becomes so strong that quarks can never be truly free - they are always confined inside larger particles called hadrons, the proton and neutron being two examples.
 
Swetha.M.L said:
what is the background force for the motion of electron?
is any other sub atomic particle can move? if no why?
Electric fields can accelerate electrons. All sub-atomic particles can move.

Your question is not very clear. Why are you under the impression that only electrons can move?
 
electron have two type of motion spinning and rotation .
is any other sub atomic particle can move without the appliction of an external field?
 
Swetha.M.L said:
electron have two type of motion spinning and rotation .
By "spinning" I guess you mean the electron spin, which is an intrinsic angular momentum and can't be considered as "motion." Otherwise, electrons can move any which way. A good example can be found in a cathode ray tube.

Swetha.M.L said:
is any other sub atomic particle can move without the appliction of an external field?
All particles can move, and external fields are not necessary, collisions for instance can do the trick. At any instant, billions of neutrinos from the Sun are passing through your body. In particles accelerators and in the high atmosphere, fundamental particles are being created all the time and travel a while before decaying or hitting something.
 
thank you sir
 
DrClaude said:
By "spinning" I guess you mean the electron spin, which is an intrinsic angular momentum and can't be considered as "motion." Otherwise, electrons can move any which way. A good example can be found in a cathode ray tube.

I realize this may be a bit off topic but I came across an interesting paper the other day from 1985 by Ohanian: http://people.westminstercollege.edu/faculty/ccline/courses/phys425/AJP_54%286%29_p500.pdf
If you consider the expectation of momentum density (from the symmetrised energy density tensor form) in the Dirac field about some axis, you get 2 contributions: orbital angular momentum and spin - analogous to the case of a circular polarised wave in the EM field. He basically shows that one can interpret spin as arising from a circulating flow of energy in the Dirac field. So spin 1/2 doesn't have to be viewed as some intrinsic property of electrons, it can be understood as a property of circulating energy flow in the electron field.
 
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