Determining concrete properties for different optimized combined concrete mixtures: Novel mathematical approach

被引:8
作者
Sebsadji, Soumia Kheira [1 ]
机构
[1] Univ Sci & Technol Oran Mohamed Boudiaf USTOMB, Dept Civil Engn, LMST Lab, BP 1505, Oran 31000, Algeria
关键词
Optimal particle -size distribution; Particle number; Discrete size classes; Concrete mix design; Concrete skeleton; Computed concrete properties; SELF-CONSOLIDATING CONCRETE; PARTICLE-SIZE DISTRIBUTION; HIGH-PERFORMANCE CONCRETE; SURFACE-AREA; FINENESS MODULUS; PACKING DENSITY; GRAIN-SIZE; COARSE AGGREGATE; FLY-ASH; DESIGN;
D O I
10.1016/j.powtec.2022.117756
中图分类号
TQ [化学工业];
学科分类号
0817 ;
摘要
Gradation of the granular skeleton significantly influences almost all of the concrete performances. The main purpose of this research work is to develop a mathematical model to characterize the properties of various dry concrete mixtures. The starting point of this work is to propose a single equation to describe continuous aggregate gradations, by combining several ideal grading curves used to design different concrete mixtures, to achieve higher freedom in optimizing the particle-size distribution (PSD) of a concrete mixture.At the design procedure stage, the concrete constituents are selected so that the overall grading of the mix closely follows a given ideal grading curve for specific properties. Using the gradation equation afore-mentioned, a mathematical framework is established to outline several intrinsic factors in the optimized granular skeleton of concrete, characterized by a wide range of particle sizes. The factors developed, directly measured based on the PSD, include the specific surface area and the fineness modulus of the combined grading of the concrete mix particles, as well as the ratio between the granular frac-tions determined either by area or by weight, and the surface area of the total concrete mixture.The resulting model expressions relate the characteristics of the size distribution of the concrete skeleton, to the parameters in the proposed gradation equation, in particular the distribution exponent.The proposed model could be implemented in the study of the solid phase of concrete, design aggregate gradation to meet certain requirements, or even predict some attributes of the dry concrete mixture.
引用
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页数:18
相关论文
共 97 条
[1]  
Abd Elrahman M.A.M., 2014, Hot Water Concrete Tank to Store Solar Generated Energy, DOI [10.14279/depositonce-4015, DOI 10.14279/DEPOSITONCE-4015]
[2]   Combined effect of fine fly ash and packing density on the properties of high performance concrete: An experimental approach [J].
Abd Elrahman, Mohamed ;
Hillemeier, Bernd .
CONSTRUCTION AND BUILDING MATERIALS, 2014, 58 :225-233
[3]  
AFNOR French Standardization Association, 1994, NFP18541 AFNOR
[4]   A Comparative Study of Popular Concrete Mix Design Methods from Qualitative and Cost-Effective Point of View for Extreme Environment [J].
Ahmed, Mohd. ;
Islam, Saiful ;
Nazar, Sohaib ;
Khan, Roohul A. .
ARABIAN JOURNAL FOR SCIENCE AND ENGINEERING, 2016, 41 (04) :1403-1412
[5]   Influence of aggregate characteristics on workability of superworkable concrete [J].
Aissoun, Baudouin M. ;
Hwang, Soo-Duck ;
Khayat, Kamal H. .
MATERIALS AND STRUCTURES, 2016, 49 (1-2) :597-609
[6]   New aggregate grading models for low-binder self-consolidating and semi-self-consolidating concrete (Eco-SCC and Eco-semi-SCC) [J].
Ali, Zeinab Sayed ;
Hosseinpoor, Masoud ;
Yahia, Ammar .
CONSTRUCTION AND BUILDING MATERIALS, 2020, 265
[7]   Study of the Technological Properties of Multiple Mortar Use with Efficient Addition of Rock Waste [J].
Amaral, L. F. ;
Nicolite, M. ;
Delaqua, G. C. G. ;
Marvila, M. T. ;
Alexandre, J. ;
Monteiro, S. N. ;
Vieira, Carlos Mauricio Fontes .
GREEN MATERIALS ENGINEERING, 2019, :265-274
[8]  
[Anonymous], 2012, ECO SCC
[9]  
[Anonymous], 2010, An integral design concept for ecological self-compacting concrete
[10]   Laboratory-Scale Investigation on Band Gradations of Aggregate for Concrete [J].
Ashraf, W. B. ;
Noor, M. A. .
JOURNAL OF MATERIALS IN CIVIL ENGINEERING, 2013, 25 (11) :1776-1782