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- W2079722255 abstract "Blend rules for (a) homogeneous and (b) heterogeneous systems are proposed in a form of P = (ϕm1P1 + ϕm2P2)/(ϕm1 + ϕm2), where P is the property, and ϕ, the volume fraction of component 1 or 2. For (a) m>1 and for P2>P1, an S-shaped relation occurs between P or ϕ1. On the contrary, for (b) m<1, an anti-S-shaped relation occurs. When the hard component forms particles in continuous soft media, P is larger than the arithmetic mean P. When the interface slips, a mean of harmonic function holds so that 1/P = ϕ1/P1 + ϕ2/P2 and P < P. For special cases, i.e., the filler in the rubber and the rubber particles in the resin, the strength at break attains a maximum at 20 and 13% of particles, respectively. For rubber blended with a small amount of polypropylene by dynamic vulcanization, the latter forms a continuous phase, reinforcing rubber domains by the plastic force when the size of rubber particles becomes very small. © 1994 John Wiley & Sons, Inc." @default.
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- W2079722255 date "1994-01-03" @default.
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- W2079722255 title "Blend rules for homogenous and heterogenous systems" @default.
- W2079722255 doi "https://doi.org/10.1002/app.1994.070510119" @default.
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