Electron Velocity Formula. u = j n q {\displaystyle u= {j \over nq}} where u is the drift velocity of electrons j is the current density flowing through the material n is the chargecarrier number density and q is the charge on the chargecarrier This can also be written as j = n q u {\displaystyle j=nqu}.
OverviewCharacteristicsHistoryFormationObservationPlasma applicationsSee alsoNotesIn the Standard Model of particle physics electrons belong to the group of subatomic particles called leptons which are believed to be fundamental or elementary particles Electrons have the lowest mass of any charged lepton (or electrically charged particle of any type) and belong to the firstgenerationof fundamental particles The second and third generation contain charged lepto Text under.
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PDF fileFor an electron of mass mand charge –emoving with velocity vand acceleration dv/dtin an electric field of magnitude E the accelerating force is put as vector F= eE(c – v)/c = m(dv/dt) where (c – v) is the relative velocity between the electrical force propagated with velocity of.
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Drift velocity formula v = I/nAq Where v = represents the drift velocity of the electrons I = represents the current flowing through the conductor and measured in Amperes A = represents the area of the crosssection of the conductor measured in m2 q = represent the charge of an electron and measure in Coulombs.
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So each electron gains kinetic energy equal to the amount of energy transferred electrically The electron starts from rest (near enough) so the kinetic energy gained is given by ½ mv 2 where m is its mass and v is its speed So we can say that ½ mv 2 = eV The mass of the electron is m = 9 × 1031 kg The electronic charge is e = 16 × 1019 C.
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Velocity = (2165 × 106 Z/n) m/s Energy of an electron in ‘n’ th state En En = KE + PE En = 1/2 mv2 + (– KZe2 / rn) = –1/2 KZe2 / rn => En = –2π2K2e4Z2 / n2h2 (putting value of rn) = –2178 × 10–18 Z2/n2 J / atom = –136 Z2/n2 eV/atom = –1312 Z2/n2 kJ/mol.