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Secondly, we add the total amount of non-equilibrium minerals ((dM^{rm NE})) as a dependent variable, in order to consider the existence of relict non-equilibrated phases and their effects on the effective bulk composition.
By a three-phase spherical model and a hollow cylindrical rod model, the effect of porosity on the effective bulk and shear moduli of saturated concrete is studied in a quantitative manner.
The effects of an inhomogeneous interphase zone on the effective bulk modulus of particulate composites containing large concentrations of inclusions are analyzed.
Our investigations demonstrate the significance of grain boundary characteristics for interfacial and effective bulk transport properties.
Finally, lower bounds on the effective bulk modulus of nanocomposites with polydisperse spherical inclusions are proposed.
The results also showed considerable variation in effective bulk modulus among the four subjects examined.
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Both sawdust and peat are effective bulking agents for bench-scale composting.
Both sawdust and peat are effective bulking agents for the bench-scale composting.
In this calculation, the effective mass of bulk Si and the width of Si nanowall were used for m* and L, respectively.
Fig. 1 Effective mass density and bulk modulus diagram.
We now know that various values of effective mass density and bulk modulus including negative values can be achieved by engineering mass-spring systems (or membranes) and Helmholtz resonators, respectively.
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