Part 3 - Characterization of nanoparticles Flashcards
How can light interact with matter?
- Scattering
- Transmission
- Absorption
- Interference
- Reflection
- Refraction
- Difraction
What types of light scattering exists? Elastic or inelastic?
- Rayleigh - elastic
- Raman - inelastic
- Mie - elastic
What types of Raman scattering are there?
Stokes (scattered light have a smaller frequency than incident) and Anti-Stokes (opposite)
What is the difference between Rayleigh and Mie scattering?
Dependent on particle size (Mie for larger particles). Mie scattering scatters light forward a lot more than Rayleigh.
Write down the Beer-Lambert law.
A = - log (I1 / I0) = alpha * c * l
I0 and I1 are incident and transmitted light.
alpha is the extinction coefficient.
c is the molar concentration
l is the length of medium the light must pass through.
What assumptions is the Beer-Lambert law based on?
- Absorbers must act independently of eachother.
- The absorber medium is homogenous.
- Medium must not be turbid, ie. the solute should not percipitate in larger agglomerates which scatter light.
- The incident light should not influence the atoms or molecules under study.
What is the difference between localized surface plasmons and surface plasma polaritons?
LSP: localized plasmon oscillation in nanoparticles
SP: oscillating electric dipoles propagating along surface in a waveguide-like fashion until released at some distance from origin.
Why are optical properties of nanomaterials interesting?
Because they change based on both intrinsic (changes due to surface-to-volume ratio) and extrinsic (cluster size) so they are highly tunable.
Name some fields where LSPR can be utilized.
Catalysts, targeted drug-delivery, optical switches and amplifiers, biosensors, biomedical diagnostics, non-linear optics.
What does the LSPR depend on?
- Metal itself
- Size and shape
- Surface functionalities
- Chemical environment.
What is measured in dynamic light scattering (DLS)?
The movement of the particles. Larger particles -> moves slower -> intensity varies slowly. Smaller particles the opposite.
What does the auto-correlation function measure?
How a signal is dependent on itself at increasing time intervals.
How does the auto-correlation vary for small and large particles?
Autocorrelation diminishes more quickly for smaller particles.
Write down the Siegert relation for monodisperse particles.
g(s,t) = exp(-s^2 Dt_d)
s = 4pi / lambda * sin(theta / 2)
Magnitude of scattering vector
Write down the Siergert relation for polydisperse particles.
ln g(s,t) = - Ds^2 t_d + sigma^2 s^4 t_d^2 / 2! + ….
D is the average diffusion coefficient.
sigma is the standard deviation of D distribution