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When determining the size of particles in solution using DLS, g 2 ( τ ) is calculated based on the time-dependent scattering intensity, and is converted through the Seigert relationship to g 1 ( τ ) which usually is an exponential decay or a sum of exponential decays. The decay rate Γ is then mathematically determined (will be discussed in section ) from the g 1 ( τ ) curve, and the value of diffusion constant D and hydrodynamic radius a can be easily calculated afterwards.
In a typical DLS experiment, light from a laser passes through a polarizer to define the polarization of the incident beam and then shines on the scattering medium. When the sizes of the analyzed particles are sufficiently small compared to the wavelength of the incident light, the incident light will scatters in all directions known as the Rayleigh scattering. The scattered light then passes through an analyzer, which selects a given polarization and finally enters a detector, where the position of the detector defines the scattering angle θ . In addition, the intersection of the incident beam and the beam intercepted by the detector defines a scattering region of volume V . As for the detector used in these experiments, a phototube is normally used whose dc output is proportional to the intensity of the scattered light beam. [link] shows a schematic representation of the light-scattering experiment.
In modern DLS experiments, the scattered light spectral distribution is also measured. In these cases, a photomultiplier is the main detector, but the pre- and postphotomultiplier systems differ depending on the frequency change of the scattered light. The three different methods used are filter (f>1 MHz), homodyne (f>10 GHz), and heterodyne methods (f<1 MHz), as schematically illustrated in [link] . Note that that homodyne and heterodyne methods use no monochromator of “filter” between the scattering cell and the photomultiplier, and optical mixing techniques are used for heterodyne method. shows the schematic illustration of the various techniques used in light-scattering experiments.
As for an actual DLS instrument, take the Zetasizer Nano (Malvern Instruments Ltd.) as an example ( [link] ), it actually looks like nothing other than a big box, with components of power supply, optical unit (light source and detector), computer connection, sample holder, and accessories. The detailed procedure of how to use the DLS instrument will be introduced afterwards.
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