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Degradation modelling number average molecular weight

The model chosen to describe the degradation of polyethylene was random chain scission. Lenz (3,) in his section on degradation reactions of polymers cites work which supports the contention that polyethylene does thermally degrade in a random chain scission manner as opposed to depolymerization. For this model a statistical treatment has been developed by Montroll and Simha (). The extent of reaction may be related to the number average molecular weight by ... [Pg.423]

A fulvic acid of number average molecular weight 1000 can yield as many as 30 different substituted mononuclear phenol-carboxylate structures in a mild oxidative degradation which accounts for 30% of the mass of the sample. Because only a small fraction of these structures would be needed to make a polymer of MW = 1000, it is clear that the fulvic acid is a complex mixture, yet the aliphatic components have not so far been considered. It may be asked if efforts should not concentrate on the resolution of the mixture, regardless of how difficult that task may be. However, the task in understanding natural system chemistry would then require modeling the interactions that occur in the mixture, which is, in my opinion, more difficult than studying them directly. [Pg.405]

Figure 9.29 Experimental data of Duek et al. are shown for (a) number-average molecular weight and crystallinity, and (b) Young s modulus. Also shown in (b) is a representative fitting of the effective cavity theory model of GleadalP for Young s modulus degradation. Figure 9.29 Experimental data of Duek et al. are shown for (a) number-average molecular weight and crystallinity, and (b) Young s modulus. Also shown in (b) is a representative fitting of the effective cavity theory model of GleadalP for Young s modulus degradation.
A reliable procedure for determination of molecular parameters number, weight and z-averages of the molecular weight (Mj, i = n, w and z respectively) for polyethylenes, PE, by means of Size Exclusion Chromatography, SEC, has been developed. The Waters Sci. Ltd. GPC/LC Model 150C was used at 135 C with trichlorobenzene, TCB, as a solvent. The standard samples as well as commercial stabilized and not stabilized PE-resins were evaluated. The effects of sampling, method of solution preparation, addition of antioxidant(s), thermal and shear degradation were studied. The adopted procedure allows reproducible determination of and M , with a random error of 4% and M2, with 9%, within 2 to 72 hrs from the initial moment of preparation of solutions. [Pg.97]


See other pages where Degradation modelling number average molecular weight is mentioned: [Pg.1928]    [Pg.82]    [Pg.380]    [Pg.244]    [Pg.139]    [Pg.215]    [Pg.105]    [Pg.133]    [Pg.99]    [Pg.202]    [Pg.176]    [Pg.922]   


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Average molecular weight

Averaged Models

Degradation models

Degradation molecular modeling

Model Molecular weight

Model numbers

Model weighting

Modelling degradation

Molecular averages

Molecular number

Molecular weight averaging

Molecular weight degradation

Molecular weight number

Molecular weight-averaged

Number average molecular weight

Number-averaged molecular weight

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