Absorption and emission¶
Valence Electrons can make transitions between the orbitals by absorbing and emitting a discreet amount of energy
- The amount of energy absorbed and emitted must be exactly the energy difference between the two orbitals
- The energy absorbed places the atom in an excited state
- The exact amount of energy absorbed must then be radiated, as per the energy difference of orbitals
Emission Series ¶
- Since the emissions of light are of exactly the same energy as the energy difference between the electron orbitals, the light that’s emitted will be very specific
- The emitted light from an electron dropping back down to the energy level n=1 (Lyman series) will be too high energy and will not be visible
- The opposite is true for an electron dropping back down to an energy of n=3 (Paschen series)
- Electrons dropping back down to energy level n=2 (Balmer series) will be visible Fraunhofer Lines
- Since only certain electron excitations/emissions will be visible and statistically probable for each element, various lines for different elements are assigned letters and used for characterisation purposes
Sodium D line¶
- A perfect example is the sodium D line
- Since the valence electron occupies the 3s orbital, the most common excitation and emission will the path from the \(\ce{3p -> 3s}\)
- This results in a significantly brighter emission at 589 nm than any other wavelength.
List of more character spectral lines
Designation | Element | Wavelength (nm) |
---|---|---|
y | O2 | 898.765 |
Z | O2 | 822.696 |
A | O2 | 759.370 |
B | O2 | 686.719 |
C | Hα | 656.281 |
a | O2 | 627.661 |
D1 | Na | 589.592 |
D2 | Na | 588.995 |
D3 or d | He | 587.5618 |
e | Hg | 546.073 |
E2 | Fe | 527.039 |
b1 | Mg | 518.362 |
b2 | Mg | 517.270 |
b3 | Fe | 516.891 |
b4 | Mg | 516.733 |
c | Fe | 495.761 |
F | Hβ | 486.134 |
d | Fe | 466.814 |
e | Fe | 438.355 |
G’ | Hγ | 434.047 |
G | Fe | 430.790 |
G | Ca | 430.774 |
h | Hδ | 410.175 |
H | Ca+ | 396.847 |
K | Ca+ | 393.366 |
L | Fe | 382.044 |
N | Fe | 358.121 |
P | Ti+ | 336.112 |
T | Fe | 302.108 |
t | Ni | 299.444 |
Hyperfine Spectrum¶
- When observed at very high resolution, spectral lines split can split into two (sodium \(D_1\) and \(D_2\))
- They are caused by an interaction of the atom’s nuclear magnetic dipole moment, due to the distribution of charge within the atom.
- The distance of the orbitals can vary, so slightly that there is a marked difference in the energy absorbed and emitted.
Absorption and Emission¶
- Since the excitation and emission processes happen in conjunction with each other, absorbance is proportional to the emission and an absorption spectra is ultimately an inverse emission spectra
Fingerprinting¶
- Due to the specific nature of the electron configuration of each element, due to it’s valence, electronegativity, mass, etc. Emission spectra can be used as a fingerprint of a different elements