Particles filled vulcanizates, in case that they have strong interface activities, make a higher structure system and give a great effect to the dynamic properties.
In these rubber vulcanizate systems that make heterogeneous structures, it is a most important problem that we should study the relationship between dynamic or physical values of microstructual element and macroscopic dynamic values of composite systems.
In this paper we presented equations that lead the relations of approximation about spin-spin relaxation time, volume ratios of the particles filled vulcanizates, Young's modulus, bulk modulus and Poisson's ratio of the composite system.
And we confirmed that we could use these eqations with good accuracy under static conditions to pure gum vulcanizates that had various crosslinking densities and CaCO
3 or HAF filled vulcanizates.
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