Atomic Spectra Summary Page

Bohr's quantum jump hypothesis

hn = |E_f - E_i|

Bohr radius

r_n = (n² ²) / (mke²) = n²a_o where
a_o = ( ²)/(mke²) = 5.29·10^-11 m

Bohr energy

E_n = [(mk²e⁴)/(2²)] / n² = -E_o/n²where E_o = 2.2·10^-18 J = 13.6 eV.

Bohr wavelength

R = 1.0973·10⁷ m^-1

Quantum mechanical angular momentum

Quantum mechanical z-component of angular momentum

Quantum mechanical spin

Quantum mechanical z-component of spin

m_s = +· or -·

Bohr's quantum jump hypothesis	hn = \|E_f - E_i\|
Bohr radius	r_n = (n² ²) / (mke²) = n²a_o where a_o = ( ²)/(mke²) = 5.29·10^-11 m
Bohr energy	E_n = [(mk²e⁴)/(2²)] / n² = -E_o/n²where E_o = 2.2·10^-18 J = 13.6 eV.
Bohr wavelength	R = 1.0973·10⁷ m^-1
Quantum mechanical angular momentum
Quantum mechanical z-component of angular momentum
Quantum mechanical spin
Quantum mechanical z-component of spin	m_s = +· or -·