Introduction to Dynamic Light Scattering for Particle Size Determination

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2 Sizing Techniques Methods Apps Size Nano-Metric Fine Coarse Colloidal Macromolecules Suspensions and Slurries Powders Electron Microscope Acoustic Spectroscopy Sieves Light Obscuration Laser Diffraction LA-960 Electrozone Sensing DLS SZ-100 Sedimentation Disc-Centrifuge Image Analysis PSA300, Camsizer 2016 HORIBA, Ltd. All rights reserved. 3

Two Approaches to Image Analysis Dynamic: particles

stage moves slide 1 3000 um 0.5 1000 um 2000 um w/1.

$Laser Diffraction Laser Diffraction Particle size 0.$

4 Laser Diffraction Laser Diffraction Particle size µm Converts scattered light to particle size distribution Quick, repeatable Most common technique Suspensions & powders 2016 HORIBA, Ltd. All rights reserved. 5

$Laser Diffraction Suspension Silica ~ 30 nm Powders Coffee Results 0.$

6 What is Dynamic Light Scattering? Dynamic light scattering refers to measurement and interpretation of light scattering data on a microsecond time scale. Dynamic light scattering can be used to determine Particle/molecular size Size distribution Relaxations in complex fluids 2016 HORIBA, Ltd. All rights reserved. 7

7 Other Light Scattering Techniques Static Light Scattering: over a duration of ~1 second. Used for determining particle size (diameters greater than 10 nm), polymer molecular weight, 2 nd virial coefficient, R g. Electrophoretic Light Scattering: use Doppler shift in scattered light to probe motion of particles due to an applied electric field. Used for determining electrophoretic mobility, zeta potential HORIBA, Ltd. All rights reserved. 8

DLS Optics 90 for size and MW, A2 Backscatter

) Attenuator Particles moving due to Brownian

9 Brownian Motion Particles in suspension undergo Brownian motion (random thermal motion. Brownian Motion Random Related to Size Related to viscosity Related to temperature 2016 HORIBA, Ltd. All rights reserved. 10

11 Correlation Function Random fluctuations are interpreted in terms of the autocorrelation function (ACF), C( ). T 0 C( ) I( t) I( t ) dt I( t) I( t) C( ) 1 exp( 2 ) 2016 HORIBA, Ltd. All rights reserved. 12

12 Gamma to Size q 4 n sin 2 D h D m q k 3 ( B T 2 T ) D m Note effect of temperature! decay constant D m diffusion coefficient q scattering vector n refractive index wavelength scattering angle D h hydrodynamic diameter viscosity k B Boltzman s constant 2016 HORIBA, Ltd. All rights reserved. 13

Gold Colloids Technique Size nm Atomic Force Microscopy 8.5 ± 0.3 Scanning Electron Microscopy 9.9 ± 0.

14 Hydrodynamic Size The instrument reports the size of sphere that moves (diffuses) like your particle. This size will include any stabilizers bound to the molecule (even if they are not seen by TEM). Gold Colloids Technique Size nm Atomic Force Microscopy 8.5 ± 0.3 Scanning Electron Microscopy 9.9 ± 0.1 Transmission Electron Microscopy 8.9 ± 0.1 Dynamic Light Scattering 13.5 ± 0.1 SEM (above) and TEM (below) images for RM HORIBA, Ltd. All rights reserved. 15

Nanogold Data Run 1 50.5 Run 2 51.1 Run 3 49.2 Run 4 51.5 Run 5 49.7 Run 6 50.9 Avg.

Nanogold Data Z-avg. Diameter, nm Avg. 50.5 St. Dev.

2 Run 4 10.5 Run 5 10.3 Avg. 10.4 St. 0.2 Dev. COV 1.

17 Lab to Lab comparison Colloidal Silica Mean determined Z-average size (nm) COV (%) Dynamic Light Scattering with SZ-100, laboratory 1 Dynamic Light Scattering with SZ-100, laboratory HORIBA, Ltd. All rights reserved. 18

Emulsion Polymers IUPAC definition Emulsion polymerization: Polymerization whereby monomer(s), initiator, dispersion medium, and possibly colloid stabilizer

18 Emulsion Polymers IUPAC definition Emulsion polymerization: Polymerization whereby monomer(s), initiator, dispersion medium, and possibly colloid stabilizer constitute initially an inhomogeneous system resulting in particles of colloidal dimensions containing the formed polymer HORIBA, Ltd. All rights reserved. 19

20 Polydisperse Sample Cumulants For a mixture of sizes, the autocorrelation function can be interpreted in terms of cumulants. This is the most robust method of analyzing DLS data. C( ) 1 exp( 2 ) 2 C( ) 1 exp 2 2 2! 2 D m q z-average size D z, h k B T 3 ( T ) D m Polydispersity HORIBA, Ltd. All rights reserved. 21

23 Polydisperse Sample (ILT) A more general relationship can be given between the autocorrelation function and the size distribution. Let each size have a relation constant. The scattering from each population is then given by S( ). Now we have an integral equation. Solving for S( ) gives us size distribution. C (1) ( ) 1 g ( ) 2 (1) g ( ) S( )exp( ) d 2016 HORIBA, Ltd. All rights reserved. 24

Bimodal Sample Nominal 20 nm and 500 nm latex run

27 Filtering Filter to remove dust. If particles are too large (D >50 nm for 0.1 m filter), at least filter diluent. Filters available in sizes 20nm to 2 m We can also centrifuge the sample and extract the supernatant HORIBA, Ltd. All rights reserved. 28

28 Settling and DLS Particle Diameter ( m) Movement due to Brownian Motion >> > > ~ < << 55.4 The Natural limit for Dynamic Light Scattering: Gravitational Settling Gravitational Settling occurs at about 1-3 m Movement due to Gravitational Settling 2016 HORIBA, Ltd. All rights reserved. 29

29 Why DLS? Non-invasive measurement Requires only small quantities of sample Good for detecting trace amounts of aggregate Good technique for macromolecular sizing 2016 HORIBA, Ltd. All rights reserved. 30

Nanoparticle Analyzer Single compact unit that performs size, zeta

31 Q&A Ask a question at labinfo@horiba.com Keep reading the monthly HORIBA Particle newsletter! Visit the Download Center to find the video and slides from this webinar. Jeff Bodycomb, Ph.D. P: E: jeff.bodycomb@horiba.com 2016 HORIBA, Ltd. All rights reserved. 32

Introduction to Zeta Potential Measurement with the SZ-100

Introduction to Zeta Potential Measurement with the SZ100 Jeffrey Bodycomb, Ph.D. HORIBA Scientific www.horiba.com/us/particle What is Zeta Potential? Zeta potential is the charge on a particle at the