ANALYTICAL MODEL FOR CALCULATING THE AMOUNT OF BASALT FIBER TO PRODUCE DISPER-SION-REINFORCED CONCRETE WITH AN OPTIMAL STRUCTURE

Main Article Content

K. BELAMESAVA
I. PAULAVA

Abstract

The article deals with the main provisions of the proposed calculation model allowing to determine the amount of basalt fiber required to obtain dispersion-reinforced cement composites based on expansive binders with required stiffness characteristics.


The proposed model is based on consideration of cement composite as a three-component material consisting of aggregate, cement matrix with conditionally separated from it transition zone, and fiber. The model applies the main provisions of the Effective Medium Theory taking into account the influence of the properties of the transition zone. The proposed model allows taking into account the influence of the mix of the self-stressing concrete, as well as the properties of its components on the amount of basalt fiber required to optimize the structure.

Article Details

How to Cite
BELAMESAVA, K., & PAULAVA, I. (2023). ANALYTICAL MODEL FOR CALCULATING THE AMOUNT OF BASALT FIBER TO PRODUCE DISPER-SION-REINFORCED CONCRETE WITH AN OPTIMAL STRUCTURE. Vestnik of Polotsk State University. Part F. Constructions. Applied Sciences, (1), 27-31. https://doi.org/10.52928/2070-1683-2023-33-1-27-31
Author Biography

I. PAULAVA, Brest State Technical University

канд. техн. наук, доц.

References

Mikhailov, V.V. & Litver, S.L. (1974). Rasshiryayushchiisya i napryagayushchii tsementy i samonapryazhennye zhelezobetonnye konstruktsii. Moscow: Stroiizdat. (in Russ.).

Tur, V.V. (1998). Eksperimental'no-teoreticheskie osnovy predvaritel'nogo napryazheniya konstruktsii pri primenenii naprya-gayushchego betona. Brest: BPI. (in Russ.).

Mikhailov, V.V. (1956). Napryagayushchii tsement. In Trudy soveshchaniya po khimii tsementa. Moscow: Promstroiizdat. (in Russ.).

Lu, B. & Torquato, S. (1992). Nearest-surface distribution functions for polydispersed particle system. Physical Review A, 45(8), 5530–5544. DOI: 10.1103/PhysRevA.45.5530.

Garboczi, E.J. & Berryman, J.G. (2001). Elastic Moduli of a Material Containing Composite Inclusions: Effective Medium Theory and Finite Element Computations. Mechanics of Materials, 33(8), 455–470. URL: https://tsapps.nist.gov/publication/get_pdf.cfm?pub_id=860258.

Giordano, S. (2003). Differential schemes for the elastic characterization of dispersions of randomly oriented ellipsoids. European Journal of Mechanics, 22(6), 885–902. DOI: 10.1016/S0997-7538(03)00091-3.