Experimentally, the electron's magnetic moment is slightly larger than the Bohr
magneton. In the Ring Electron Model, it was impossible to explain the electron's anomalous magnetic moment.
[33] could be produced, because the very small number (e.g., ~[10.sup.-3] of neutrons) of the remaining electrons can be compensated by the Bohr
magneton, [mu] = e[??]/2[m.sub.e], which is ~ 1840 times larger than [[mu].sub.N].
where v is resonance frequency, h is Plank's constant, g is the g-factor (which is a constant = 2 for 1/2 spin), [beta] is the Bohr
magneton which is an electron magnetic dipole moment and H is the magnetic field.
When 1/2 of the solution was added, time recorder was started till the
magneton rotation stopped.
Table 2 Famous European scientists with scientific units named after them [3] Scientists Nationality Units 1) James Prescott Joule Britain joule 2) Charles Augustine de Coulomb France coulomb 3) James Watt Britain watt 4) Andre Marie Ampere France ampere 5) Georg Simon Ohm Germany ohm 6) Lord Kelvin Britain kelvin 7) Madam Marie Curie Poland curie 8) Nikola Tesla Austria lesla 9) Issac Newton Britain newton 10) Heinrich Hertz Germany hertz 11) Neils Bohr Denmark Bohr
magnetonWe would like to thank
Magneton from Russia for their help providing us with the magnets needed in this experiment.
The smallest mass is probably the rest mass of an electron, referred to in the following definition: One of the constituent elementary particles of an atom being a charge of negative electricity equal to about 1.602 x 10 exp--19 coulomb, having a mass when at rest of about 9.109 x 10 exp--28 gram of 1/1837 that of a proton, being the least massive known charged particle, and having a magnetic moment of about 1 Bohr
magneton associated with its one half quantum unit of spin
where [A.sub.S] and [A.sub.D] are the dipole hyperfine constants, [g.sub.J](S) and [g.sub.J](D) are the electronic g-factors, [g'.sub.I] is the nuclear g-factor, h is the Planck constant, and [[micro].sub.B] is the Bohr
magneton. All of the parameters entering [H'.sub.S] and [H'.sub.D] are known from experiments, although a more accurate measurement of [g.sub.J](D) would be useful.