If `m` is mass of electron, `v` its velocity, `r` the radius of stationary circular orbit around a nucleus with charge `Z_(e)`, then from Bohr's first postulate, the kinetic energy `k = (1)/(2)mv^(2)` of the electron in `C.G.S.` system is equal to
If m is mass of electron, v its velocity, r the radius of stationary circular orbit around a nucleus with charge Ze , then from Bohr's first postulate, the kinetic energy k = (1)/(2)mv^(2) of the electron is
An electron of charge 'e' is revolving in a circular orbit of radius r around a nucleus with speed v. The equivalent current is
An electron of mass m and charge -e moves in circular orbit of radius r round the nucleus of charge +Ze in unielectron system. In CGS system the potential energy of electron is
An electron revolve round the nucleous with the radius of the circular orbit is 'r' . To double the kinetic energy of the electron its orbital radius will be
An electron of charge e is moving in a circular orbit of radius r around a nucleus, at a frequency v. The magnetic moment associated with the orbital motion of the electron is
An electron rotates in a circle around a nucleus with positive charge Ze . How is the electrons'velocity realted to the radius of its orbit?
An electron of charge e moves in a circular orbit of radius r round a nucleus the magnetic field due to orbit motion off the electron at the site of the nucleus is B . The angular velocity omega of the electron is
A particle known as mu mean has a charge equal to that of no electron and mass 208 times the mass of the electron B moves in a circular orbit around a nucleus of charge +3e Take the mass of the nucles to be infinite Assuming that the bohr's model is applicable to this system (a)drive an eqression for the radius of the nth Bohr orbit (b) find the value of a for which the redius of the orbit it approninately the same as that at the first bohr for a hydrogen atom (c) find the wavelength of the radiation emitted when the u - mean jump from the orbit to the first orbit
If an electron is moving around a nucleus of charge 3theta in a circular orbit of radius 10^(-10) m,then calculate the initial frequency of light emitted by the electron.
An electron in first orbit of hydrogen moves in circular orbit of radius r with velocity v. find the current through the loop.
