Emission Spectra Flashcards
How is Rutherford’s model flawed?
Electrons accelerate (circular orbit), giving off energy But if energy carried away, EP reduced, electron should move closed to nucleus… unstable
Spectrum of EM would be continuous in theory
Emission spectra of liquids/solids and gases
Liquids and solids produce CONTINUOUS spectra - electrons are shared between many atoms giving a huge range of possible frequencies.
Hotter = higher frequency limit emitted
Gas - line spectra due to excitation of INDIVIDUAL electrons which don’t interact with each other
What is a spectroscope?
Device that breaks up visible light emitted from a source into a spectrum
Absorption spectra
Gases can absorb specific frequencies when a continuous spectrum is shone through
Dark lines
Why are there distinct spectral lines?
Photon passed through gas
Photons with the same energy as the energy gaps in the atoms are absorbed (e jumps up)
Atoms have specific energy levels, hence only specific wavelengths of light absorbed or emitted
Describe the Bohr model of the atom
Only certain orbits are stable (stationary states)
Closest orbital radius is the “ground state”
Change in energy when an electron changes levels
Because the electron can only make certain jumps in its energy level, it can only emit photons of certain frequencies
ΔE = hf
For energy levels
Difference in energy between two levels
hf = Ei - Ef
Name the three series of energy jumps
Lyman - transitions between n=1 and higher orbits
UV
Balmer - n=2 and higher
Visible
Paschen - n=3 and higher
Infrared
PuBLic 321
Rydberg equation
1/λ = R (1/S^2 - 1/L^2)
λ = wavelength of emitted photon
R = rydberg-ritz constant
S = series electron falls TO
L = series electron falls FROM
So that it’s positive
Paschen S=3, Balmer S=2, Lyman S=1
L=3+
Define eV
Electron volt
1eV is the amount of energy involved in accelerating an electron through a potential difference of one volt
= 1.6 x 10^-19 J
Define Electron potential energy
What is it for H ground state?
+ formula
The amount of energy it would take to ionise the electron
For an electron in H ground state n=1, the electron potential energy is -13.6eV
Negative as it is POTENTIAL energy
For H ONLY
E = -(hcR)/(n^2)
E = energy of emitted PHOTON c = speed of light h is plancks R is rydberg ritz n = energy level of hydrogen