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Takayanagi’s model

Figure 8.24. Temperature dependences of the dynamic storage modulus E and the loss modulus E" of the interpenetrating elastomeric networks. Filled circles observed values. Solid lines calculated for Takayanagi s model 2. Dashed lines component homopolymers. (Klempner et al., 1970.)... Figure 8.24. Temperature dependences of the dynamic storage modulus E and the loss modulus E" of the interpenetrating elastomeric networks. Filled circles observed values. Solid lines calculated for Takayanagi s model 2. Dashed lines component homopolymers. (Klempner et al., 1970.)...
Takayanagi s model is a phenomenological model obtained by combination of serial and parallel models. The composite modulus ( c(T)) is determined by (17.4) with X, an adjustment parameter. [Pg.474]

A composite is described with the aid of the same Takayanagi s models which were discussed above. The equivalence of both the models enables them to be described with the aid of one equation. If viscoelastic Poisson s ratio (i = i i- ii ) is equal to v = v =p, then the dynamic shear modulus... [Pg.34]


See other pages where Takayanagi’s model is mentioned: [Pg.244]   
See also in sourсe #XX -- [ Pg.474 ]




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Takayanagi model

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