4. Conclusion
In this paper, the factors that affect the suspension viscosity were mainly studied, including the particle size, shape and aspect ratio of the solid particles. The Einstein-Roscoe equation was modified on the basis of a series of experimental data, and the model of the suspension viscosity respecting to the solid phase volume fraction was obtained. The conclusions are as follows:
(1) The suspension viscosity increased with the decrease of the particle size under the same volume fraction of particles, and the suspension viscosity increased more obviously under the high solid phase volume fraction.
(2) Particle shape also had effects on the suspension viscosity, and the effect of the non-spherical particles on the suspension viscosity was larger than that of the spherical particles
(3) The suspension viscosity increased with the increase of the particle aspect ratio, and the larger the aspect ratio, the more the suspension viscosity increased.
(4) Based on the influence of three factors, the equation of suspension viscosity respecting to the solid phase volume fraction was obtained, and the prediction results of the suspension viscosity agreed with the experiment data. However, this paper simplify the influence of maximum packing fraction and shear rate on the suspension viscosity which would be studied in future work.