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Neutron scattering has played an important role in establishing the structure and dynamics of a range of
soft matter systems, to a large extent because it can address relevant length and time scales and because
it is possible to “label” individual macromolecules by substituting deuterium for hydrogen. Examples
where neutrons have provided unique information can be drawn from systems as diverse as polymer
melts, emulsions, colloids and organic films and I will show a few of these examples as an
introduction. In spite of these successes, traditional neutron scattering methods for studying the
structure of materials suffer from limited spatial resolution, limited ability to access mesoscopic length
scales and difficulties in the interpretation of data obtained with strongly scattering samples. To address
these issues, we have developed a new interferometric method called spin-echo small angle neutron
scattering (SESANS).
In this talk I will introduce the method by comparing it to a relatively familiar optical analogue, the
differential interference contrast optical microscope. I will show that the method generates a real-space
picture of structure in the form of a correlation function and that it is capable of simultaneously
measuring structure over a range of lengths scales from ~ 20 nm to ~ 20 microns. Because the method
automatically accounts for multiple neutron scattering, it is suitable for measurements on strongly
scattering systems such as gels, glasses and ceramics that are often difficult to study accurately with
neutrons. I will describe data that we have obtained using SESANS to study correlations in a model
hard-sphere colloid in which interactions between particles have been tuned by adding a polymer to
generate depletion forces. Further, I will show that the new technique allows us to measure the average
density of colloidal particles confined in micron-sized grooves when the grooves are in contact with a
bulk colloidal suspension. I will show that the method should be capable of measuring colloidal
ordering in such grooves as a function of depth.