Lecture 5 - Raman Flashcards
What is Raman?
- Involves SCATTERING not absorption of light.
- Don’t need a permanent dipole
- Symmetric vibrations strongest
- Water isnt a strong raman scatterer
- Raman is a weak effect only found in 1 of 10E6 photons
How does the change in polarizability of a molecule work?
Polarizability describes the mobility of the electrons in a molecule
Every molecule has polarizability , even with no permanent dipole
µIND = α E
where u is the induced dipole
E is electric field
α is polarizability
Raman will NOT happen without a change in polarizability
How does the scattering work?
- When a photon interacts with light it can absorb or scatter the light
- When scattered, the photon interacts with the electron cloud and distorts it.
- Scattering occurs when the distorted electron cloud relaxes
- Most scattering happens at the same frequency as the incident photon - known as Rayleigh scattering
- If there is energy transfer to or from the nuclei the scattering is shifted in energy by one vibrational unit. This is Raman scattering
How does EM radiation effect raman?
- Raman scattering requires interaction between the incident light and a polarisable analyte molecule
- This induces a dipole in the molecule by the displacement of the nucleus and electrons by the electric component of the incident light
- Possible due to laser light used being much higher in energy than a vibration
What is the difference with Raman(Anti-stokes) and Rayleigh? (diagram POF)
- In Raman spec, in both Raman and Rayleigh, the proton is excited to a virtual energy level (the distortion)
- For Rayleigh scattering, the photon can be excited from the GS -> VS-> GS, or 1 ES->VS-> 1ES. So the proton goes back down to the energy level it started in.
- For Raman scattering, the photon can be excited from GS->VS->1 ES, or 1ES->VS->GS
What is Stoken vs Anti-Stokes?
- Both are Raman scattering
- Stokes is when the proton goes form GS->VS-> 1 ES, so there’s a +1 difference.
- Anti-Stokes is when the proton goes from 1ES->VS->GS, so there’s a -1 difference.
- For stokes, E = h(v0-vn)
- For anti-stokes, E = h(v0+vn)
What is the virtual energy state dependent on?
- The laser energy
- A high laser energy will bring the VS up close to the next electronic level.
- The laser wl is the arrow going up to the VS, then scattering wl is the one going back down.
What is the virtual energy state?
- This represents the distorted electron cloud.
- Energy equivalent to the energy of the laser beam
- Can be anywhere between GS and 1st ES.
- Happens very fast, scattering occurs fast as its not a true energy state.
What laser is usually used? and how is Raman scattering plotted?
- Usually a visible laser which are much higher in frequency than the vibration.
- Raman scattering is plotted as a shift in energy from the laser frequency (laser wl - energy diff)
What are the selection rules?
-DeltaV = (+/-) 1
- Need a change in polarizability.
- Symmetric vibrations largest
Why is Stokes more likely to happen than Anti-Stokes?
Molecules less likely to start in the excited state in room temp.
At room temp, most molecules likely to be in the GS - Boltzmann distribution.
So, most likely to be Stokes and not Anti-stokes.
How does Stokes vs Rayleigh vs Anti-stokes look on a Raman graph?
- When Intensity is plotted against Raman shift (cm-1), anti-stokes will be a negative number, Rayleigh will be 0, and stokes will be a positive number.
How is the energy of each scatter found for Stokes/anti-stokes? and how is the Raman shift found?
- The energy of a stokes scatter is, freq of laser (first arrow) - scatter wl (second arrow)
- The energy of an anti-stokes is, freq of laser + scatter wl.
- The Raman shift is calculated by EI - Es =
EI - (v0 - v v) for stokes - Last term is + for anti-stokes
- EI is the energy laser.
How do the vibrations work for Raman? (why is symmetrical the best?)
- Result in the largest change in polarizability - largest change in electron cloud.
What are the IR vs Raman selection rules?
- For IR, DeltaV = +/- 1
There needs to be a change in dipole moment.
Asymmetric vibrations strongest - For Raman, DeltaV = +/- 1
There needs to be a change in polarizability.
Symmetric vibrations strongest