Culumb's Law in bohr model
Posted: Tue Mar 02, 2021 9:44 pm
well in the derivation of the force between electron and neucleus is $\frac{Ze^2}{r^2}$ where is culumb's constant $\frac{1}{4\pi \epsilon_0}$???
Hello, Looks like an intuitive observation.
Neils Bohr discovered an argument that permits one to anticipate the observed energy levels of the hydrogen atom using the classical theory of electric forces. Keep in mind that, despite the fact that the result describes some experimental properties of the hydrogen atom, the following reasoning violates quantum mechanics rules. According to Bohr's model, the electron is held in orbit by colombic forces of attraction between the electron and the proton of the positively charged nucleus, as well as the electron's centrifugal force.( k * q 1 * q 2 ) / r 2, Coulomb's law, is recast as k e 2 / r 2.