Titlebook: Dynamics in Geometrical Confinement; Friedrich Kremer Book 2014 Springer International Publishing Switzerland 2014 1–, 2– and 3-dimensiona

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Historic Roots of Team Theory and Practice which is taken as a finite size effect. Concerning the bulk-like process, assigned to the glassy dynamics of the molecules in the middle of the pore, the confinement effect becomes stronger depending on the material as follows: (1) Triton X-100, undergoing almost no change in the glass transition t

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Inertia

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Molecular Dynamics of Poly(,-1,4-Isoprene) in 1- and 2-Dimensional Confinement,dependent; (ii) for PI having a molecular weight . comparable to . (i.e. the critical molecular weight below which Rouse dynamics dominate), the mean spectral position does not shift with layer thickness, (iii) in contrast, when ., the relaxation strength and rate of the normal mode respond to the c

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Rotational Diffusion of Guest Molecules Confined in Uni-directional Nanopores,rmer becomes suppressed with decreasing pore diameter, while the latter is nearly unaffected with a tendency to become faster with decreasing pore diameter, an effect caused by orientational ordering due to geometrical constraints.