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Quantization
Storyboard
ID:(1068, 0)
Absorption Spectrum
Image
ID:(1720, 0)
Bohr Model
Image
ID:(1716, 0)
Bohr-Sommerfeld Quantization
Description
ID:(232, 0)
Emission Spectrum
Image
ID:(1719, 0)
Energy of an Orbital
Equation
$E_n=-\displaystyle\frac{RyZ^2}{n^2}$
ID:(3955, 0)
Frequency and Wavelength of Photon
Equation
A photon is described as a wave, and its frequency $
u$ is related to its wavelength $\lambda$ through the speed of light $c$, according to the following formula:
 $ c = \nu \lambda $ |
Since frequency is the reciprocal of the time for one oscillation:
$\nu=\displaystyle\frac{1}{T}$
this means that the speed of light is equal to the distance traveled in one oscillation, which is the wavelength, divided by the time taken, which is the period:
$c=\displaystyle\frac{\lambda}{T}$
In other words:
| $ c = \nu \lambda $ |
This formula corresponds to the mechanical relationship that velocity is equal to the distance traveled (wavelength) divided by the time elapsed (frequency, which is the reciprocal of the period).
ID:(3953, 0)
Frequency of Photons by Jumps Electrons between Orbitals
Equation
$h
u=E_n-E_m$
ID:(3954, 0)
Levels of the Hydrogen Atom
Image
ID:(1966, 0)
Photoelectric Effect
Image
ID:(1715, 0)
Rydberg Constant
Equation
$Ry=\displaystyle\frac{e^4m}{8\epsilon_0^2h^2}$
ID:(3956, 0)