The electron of hydrogen atom is considered to be revolving around the proton in circular orbit of radius `(h^(2))/(me^(2))` with velocity `(e^(2))/(h)`, where `h=(h)/(2pi)`. The curret I is

An electron of hydrogen atoms is considered to be revolving round the proton in the circuit orbit of radius (h^(2))/(2pi^(2)me^(2)) with velocity (2pie^(2))/(h) the equivalent current due to circuiting charge is

An electron in a hydrogen atom is considered to be revolving around a proton with a velocity (e^2)/(n) in a circular orbit of radius (n^2)/(me^2) . If I is the equivalent current, express it in terms of m, e, n.

The electron of a hydrogen atom revolves the proton in a circuit nth of radius r_(0) = (in_(0) n^(2)h^(2))/(pi m e^(2)) with a speed upsilon_(0) =(e^(2))/(2 in_(0) nh) The current the to circulating charge is proportional to

The electron of a hydrogen atom revolves the proton in a circuit nth of radius r_(0) = (in_(0) n^(2)h^(2))/(pi m e^(2)) with a speed upsilon_(0) =(e^(2))/(2 in_(0) nh) The current the to circulating charge is proportional to

An electron of hydrogen atom is revolving around proton with radius h^2//4pi^2me^2 with speed 2 pi e^2//h . The equivalent current is

An electron is moving round the nucleus of a H_2 atom in a circular orbit of radius r. The coulomb force F between the two is

According to bohr's theory of H atom, an electron can revolve around a proton indefinitely, if its path is

An electron is revolving around a proton in a circular orbit of diameter 1 A^(@) . If it produces a megnetic field of 14 wb//m^(2) at the proton, then its angular velocity will be about

The period of revolution of an electron revolving in n^(th) orbit of H - atom is propportinal to .