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Mix proportioning of high-performance concrete by applying the GA and PSO | ||
International Journal of Smart Electrical Engineering | ||
مقاله 1، دوره 01، شماره 01، خرداد 2012، صفحه 1-8 اصل مقاله (222.52 K) | ||
نویسندگان | ||
Alireza rezaee1؛ mohamad reza hasani ahangar2 | ||
1Ph.D. of Electrical Engineering, Islamic Azad university hashtgerd branch, hasthtgerd, Alborz, Iran | ||
2Assistant Professor, center of ghadr, Imam hossein university, Tehran, Iran | ||
چکیده | ||
High performance concrete is designed to meets special requirements such as high strength, high flowability, and high durability in large scale concrete construction. To obtain such performance many trial mixes are required to find desired combination of materials and there is no conventional way to achieve proper mix proportioning. Genetic algorithm is a global optimization technique based on mechanics of natural selection and natural genetics and can be used to find a near optimal solution to a problem that may have many solutions. Particle swarm optimization is another evolutionary searching strategy motivated by social behaviors to obtain optimum answer. This paper presents a method whereby the mixture proportion of concrete can be optimized to reduce the number of trial mixtures with desired properties by using the genetic algorithm and particle swarm optimization techniques. | ||
کلیدواژهها | ||
High-performance concrete؛ Genetic Algorithm؛ particle swarm optimization؛ Mixture | ||
مراجع | ||
[1] A.M. Neville, P.C Aitcin, High-performance concrete- An
overview, 1998.
[2] I. Maruyama, M. Kanematsu, “Optimization of Mix Proportion
of Concrete under Various Severe Conditions by Applying the
Genetic Algorithm”, University of Tokyo, Japan, 2004.
[3] D. Goldberg, Genetic Algorithm in search, optimization and
Machine Learning, Addison Welsley publishing company,
1989.
[4] A. Chipperfield, Genetic algorithm user’s guide for use with
MATLAB, Version 1.2.
[5] J. Singh, PSO MATLAB Toolbox, PSOTOOLBOX Open
Source.2003.
[6] MATLAB, Version 6.5, The Math Works, 2002. | ||
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