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Other small-scale fluctuations and their effects on the segmental motion

4 Other small-scale fluctuations and their effects on the segmental motion [Pg.211]

Due to the small-scale fluctuations around the primitive path, the actual dynamics of the Rouse segment in a network is much more complicated t n that described in Section 6.3.2. As an example, let us consider the mean square displacement of a Rouse segment. [Pg.211]

The precise calculation of 0 (O is difficult, but its characteristic features can be inferred easily. [Pg.211]

This formula is correct when the average displacement is much less than the tube diameter. Let be the time at which the segmental displacement becomes comparable to a  [Pg.212]

The time t denotes the onset of the effect of tube constraints for t t , the chain behaves as a Rouse chain in free space, while for r t the chain feels the constraints imposed by the tube, [Pg.212]




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Effect scaling

Effect smallness

Effective scale

Effective segment

Motional effects

Other Effects

Segmental motion

Small fluctuation

Small-scale

The 6 scale

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