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Polymer Analysis by Thermal-Diffusion Forced Rayleigh Scattering (CAT#: STEM-ST-0005-YJL)

Introduction

Thermal diffusion, also known as the Ludwig-Soret effect, is the occurrence of mass transport driven by a temperature gradient in a multicomponent system. Most data about the Ludwig-Soret effect of polymers in solution have been obtained from thermal field-flow fractionation (TFFF), developed by Giddings and coworkers. TFFF is one member of the family of field-flow fractionation techniques, which are all characterized by a laminar flow of the polymer solution or colloidal suspension within a relatively narrow channel. An external field, which may be gravitation, cross-flow, or temperature as in TFFF, is applied perpendicular to the flow channel and biases the concentration distribution. Fractionation in TFFF results from the competition between thermal and Fickian diffusion, which is molar-mass-dependent, and from the varying velocity of the solution at different distances from the channel wall.




Principle

The scattering of waves by small impurities (compared to the wavelength) is known as Rayleigh scattering, named after the British physicist who in 1871 first described this phenomenon quantitatively. Rayleigh scattering is a universal mechanism applicable to several contexts, from light scattering (damping of signals in optical fibres) to sound waves in solids and quantum-mechanical wavefunctions of electrons in disordered solids. Mathematically, Rayleigh scattering predicts a mean free path of the wave that varies with wavelength λ, proportional to 1/λ4.

Applications

Rayleigh scattering is used to analyze the properties of the Earth's atmosphere and used in optical communication systems. It is is applicable to scattering of UV and visible radiation by air molecules, infra-red radiation by small aerosols, and microwave radiation by cloud and rain drops.

Procedure

1. Sample preparation
2. Measurement by scattering detection instrument
3. Data analysis

Materials

Rayleigh scattering measurement system
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