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Computer Modeling in Engineering & Sciences 2022年第1期130卷 221-232页

作者： Rabha W.Ibrahim Ahmed M.Ajaj Nadia M.G.Al-Saidi Dumitru Balean Institute of Electrical and Electronics Engineers Kuala LumpurMalaysia Department of Islamic Finance and Banking College of Islamic SciencesIraqi UniversityAdhamiyahIraq Department of Applied Sciences University of TechnologyBaghdadIraq Department of Mathematics Cankaya UniversityAnkaraTurkey Institute of Space Sciences Magurele-BucharestRomania Department of Medical Research China Medical UniversityTaichungTaiwanChina

The science of strategy(game theory)is known as the optimal decision-making of autonomous and challenging players in a strategic *** are different strategies to complete the optimal *** of these strategies is the similarity *** technique is a generalization of the symmetric strategy,which depends only on the other approaches employed,which can be formulated by altering *** of these methods is the fractal *** this investigation,we present a new method studying the similarity analytic solution(SAS)of a 3D-fractal nanofluid system(FNFS).The dynamic evolution is completely given by the concept of differential subordination and *** andmajorization relationships are the sets of observable *** theory can simplify the conditions under which particular sets *** offer an explicit construction for the complex possible velocity,energy and thermal functions of two-dimensional fluid flow(the complex variable is suggested in the open unit disk,where the disk is selected at a constant temperature and concentration with uniform velocity).We establish that whenever the 3D-fractal nanofluid systemis approximated by a fractal function,the solution has the same property,so a class of fractal tangent function gives ***,we demonstrate some simulations and examples that give the consequences of this methodology.

关键词： Analytic function open unit disk subordination and super-ordination fractional chaotic function similarity solution symmetry fractal fluid

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