Sums of exponentials approximations for the Kohlrausch function
The mathematical foundation of many real-world problems can be quite deep. Such a situation arises in the study of the flow and deformation (rheology) of viscoelastic materials such as naturally occurring and synthetic polymers. In order to advance polymer science and the efficient manufacture of synthetic polymers, it is necessary to recover information about the molecular structure within such materials. For the recovery of such information about a specific polymer, it is necessary to...[Show more]
|Collections||ANU Research Publications|
|Source:||Proceedings of MODSIM 2011 International Congress on Modelling and Simulation|
|01_Anderssen_Sums_of_exponentials_2011.pdf||110.82 kB||Adobe PDF|
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