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      • Introduction into particle sizing

      Particle Sizers

      FRITSCH Product Manager Particle Sizers
      Dr. Günther Crolly

      Phone: 0049 67 84 70 138

      Mobile: 0049 151 14 27 27 14

      crolly(at)fritsch.de

    • FRITSCH Encyclopedia

      some of the most important terms in Particle Sizing

       

      Absorption Autocorrelation
      Brownian motion Design for backward scattering
      Design of dynamic light scattering Diffraction
      Dynamic light scattering Fraunhofer theory
      Hydrodynamic diameter Inverse Fourier Design
      Local temperature effects Mie correction
      Mie theory Multiple scattering
      Reflection Refraction
      Simultaneous measurement of large & small particles Static light scattering
      Stokes-Einstein formula
         

       

      Stokes-Einstein formula

      On the basis of the Brownian motion, due to constant collisions between molecules of a liquid and dispersed particles, purely random motion in arbitrary directions is imparted to these as well.

       

      The speed of motion depends directly on the particle size. This relationship is described by the Stokes-Einstein formula. More precisely, this formula actually addresses the diffusion coefficient rather than the speed of motion. In addition to the temperature, the viscosity of a liquid is an important constant in the Stokes-Einstein formula.

       

      Stokel-Einstein formula
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      • Products for Particle Sizing

         

        Laser diffraction

        Measuring range 0.08 – 2000 µm

        Measuring unit

        Wet dispersion

        Dry dispersion

        Falling chute

        Small volume wet dispersion

        Software

         

        Measuring range 0.01 – 2000 µm

        Measuring unit

        Wet dispersion

        Dry dispersion

        Falling chute

        Small volume wet dispersion

        Software

         

        Dynamic light scattering DLS:

        Measuring range 1 nm – 6 µm

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