Atsuomi Shundo, David P. Penaloza, Keiji Tanaka. MICROSCOPIC HETEROGENEITY IN VISCOELASTIC PROPERTIES OF MOLECULAR ASSEMBLED SYSTEMS[J]. Chinese Journal of Polymer Science, 2013,31(1):1-11.
Atsuomi Shundo, David P. Penaloza, Keiji Tanaka. MICROSCOPIC HETEROGENEITY IN VISCOELASTIC PROPERTIES OF MOLECULAR ASSEMBLED SYSTEMS[J]. Chinese Journal of Polymer Science, 2013, 31(1): 1-11.
Atsuomi Shundo, David P. Penaloza, Keiji Tanaka. MICROSCOPIC HETEROGENEITY IN VISCOELASTIC PROPERTIES OF MOLECULAR ASSEMBLED SYSTEMS[J]. Chinese Journal of Polymer Science, 2013,31(1):1-11.DOI: 10.1007/s10118-013-1193-z.
Atsuomi Shundo, David P. Penaloza, Keiji Tanaka. MICROSCOPIC HETEROGENEITY IN VISCOELASTIC PROPERTIES OF MOLECULAR ASSEMBLED SYSTEMS[J]. Chinese Journal of Polymer Science, 2013, 31(1): 1-11.DOI: 10.1007/s10118-013-1193-z.
MICROSCOPIC HETEROGENEITY IN VISCOELASTIC PROPERTIES OF MOLECULAR ASSEMBLED SYSTEMS
An important step in understanding molecular assembled systems is to examine the structure and physical properties at various length scales and clarify the correlation between them. However
while the structures of these systems have been extensively studied from nanoscopic to macroscopic scales
their viscoelastic properties have been often limited to bulk rheological measurements. By using optical tweezers and particle tracking
we here show the local viscoelastic properties and their spatial distributions for the following systems: worm-like micelle solution
supramolecular hydrogel and lyotropic liquid crystal
which are formed by self-assembly of amphiphilic molecules in water. We found that all systems studied possessed a spatial heterogeneity in their viscoelastic properties and this was originated from the heterogeneous structures. It is interesting to note that there is the heterogeneity with the characteristic length scale of sub-micrometer or micrometer scale
thereby structures
although the systems are formed by molecules with nanometer size. The findings of these studies should lead to a better understanding of the dynamics of such systems.
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