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Normalized molecular weight relaxation-time ratios

The fact that these two relaxation-time ratios are a universal function of M/Mg indicates that the universality of the G t) line shape extends to the PA t) process region, pxit) is situated between pA t) and the processes PB t) and pc t)- Thus, although we do not have the theoretical form for Px t), its characteristic time tx normalized with respect to should also be a function of the normalized molecular weight M/Mg- From the G t) line shape analysis in terms of Eq. (9.19) as discussed in detail in Chapter 10, it has been found that tx is best described by... [Pg.164]

Mechanical stress (a = normal stress, CT,y = shear stress) Standard deviation Hindrance parameter Relaxation time Internal transmittance (transmission factor) (represents the ratio of transmitted to absorbed light) Volume fraction Potential between two segments separated by a distance r Constant in the viscosity-molecular-weight relationship "Molar" optical rotation... [Pg.1258]


See other pages where Normalized molecular weight relaxation-time ratios is mentioned: [Pg.161]    [Pg.118]    [Pg.290]    [Pg.118]    [Pg.21]    [Pg.228]    [Pg.127]    [Pg.228]   


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Molecular Normalized

Molecular normalization

Molecular ratio

Molecular relaxations

Normal Relaxation

Normalized molecular weight

Weight ratio

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