In a hydrogen atom, an electron of charge e revolves in an orbit of radius r with speed v. Find the magnitude of the resulting magnetic moment of the electron.

In a hydrogen atom , an electron of charge e revolves in an orbit of radius r with speed v . Find the resulting magnetic moment of the electron .

In a hydrogen atom , an electron of charge e revolves in an orbit of radius r with speed v . Find the magnetic moment associated with the electron .

A charge q is revolving along a circular path of radius r with velocity v . Determine its magnetic moment .

An electron (charge =-e ) is revolving around a nucleus along a circular path of radius r with frequency f . What will be the magnetic moment of the electron due to its orbital motion ?

In hydrogen atom, the electron moves in an orbit of radius 0.5overset@A making 10^(16) rps. Calculate the magnetic moment associated with the orbital motion of the electron.

Derive an expression for magnetic dipole moment of a revolving electron.

In the Bohr model of hydrogen atom, the electron is pictured to rotate in a circular orbit of radius 5xx10^-10 m at a speed 2.2xx10^7m//s . The current associated with electron motion is

Find magnetic moment of an electron revolving in an orbit and hence define Bohr magneton.

Electron of a hydrogen atom revolves in 3rd orbit. Find the angular momentum of the electron. (h=6.6xx10^(-27) erg*s)

The orbital radius of the electrons inside an atom is directly proportional to the square of the serial number (n) of that orbit (quantum number), whereas their orbital velocity is inversely proportional to n . Determine the ratio of the magnetic moments of the electron in the first , second , third ... orbits .