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Filler network effect Dynamic stress softening

Modeling Dynamic Stress Softening as a Filler Network" Effect... [Pg.152]

It is observed that the values do not reach its initial position within the relaxation time of the experiment, but a recovery of the E values have been attained (Fig. 18). This behaviour of a rubber can be explained by the stress softening effect during the dynamic strain. Nevertheless, a high extent of recovery in the reverse amplitude sweep indicates that a good filler-filler network has been re-established at a low loading of tubes in the S-SBR-BR matrix. So, at least it can be said that rather than damage or permanent break of the tubes, the amplitude sweep disrupted the filler-filler network in the rubber matrix. It is noted that the absolute values of E at small amplitudes are somewhat differed from each other as compared with the value obtained from the phr CNT-filled compound. The difference may be developed from ageing of the samples. [Pg.113]


See other pages where Filler network effect Dynamic stress softening is mentioned: [Pg.13]    [Pg.1031]    [Pg.4]    [Pg.78]    [Pg.40]    [Pg.12]    [Pg.60]    [Pg.102]   


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Dynamical effects

Dynamics effect

Effective stress

Filler network

Filler network effect

Fillers filler network

Modeling Dynamic Stress Softening as a Filler Network Effect

Modeling Dynamic Stress Softening as a Filler-Polymer Network Effect

Network dynamics

Network effect

SOFTEN

Softens

Stress dynamic

Stress softening

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