Fractal and its implications for industrial product design

Authors

  • Yasmine Tariq Majid College of Fine Arts / University of Baghdad
  • Difaf Ghazi Al-Abadi College of Fine Arts / University of Baghdad

DOI:

https://doi.org/10.35560/jcofarts108/349-366

Keywords:

fractal, design, industrial products

Abstract

The current research dealt with the rapid development of industrial product design in recent times, and this development in the field of design led to the emergence of modern trends in many terms and theories to direct greater interest in the cognitive foundations of design and its relationship with the components of other natural sciences, and despite the impressive technological development, nature remains With its content of formative values and structural dimensions, it is the first source of inspiration and the source of all modern mathematical sciences and theories, as God made them tend towards organization to continue to provide us with endless inspiration. Hence, the fractional one, which is an important part of dedicating the design identity, as well as symmetry, complexity, self-organization and difference, and gives a new entrance and vision for the formation of forms characterized by complexity and of great importance to enrich the design process. The problem was identified by the following question: Defining the concept of fractionalism and its implications in the design of industrial products. The research included two important topics. We will address them successively.

References

Abdul Muttalib, Z. (2019). The Intellectual and Aesthetic Dimensions of the Winged Bull in Ancient Iraq. Iraq: Babylon University / College of Fine Arts.

Alani, C. (2015). Parametric analysis in Islamic geometri cdesigns. CentralCesar: Clemson University, GabrielaCelani, David M. Sperling and Juarez M.S.International Conference CAAD Futurespp.

Al-Kariza, A. (2005). Communication in Contemporary Architecture. Baghdad: Architectural Engineering / University of Technology.

Al-Kasabi, H.-S. (2005). Non-Euclidean Geometry in Urban Systems Architecture. Baghdad: University of Baghdad, College of Engineering, Department of Architecture.

Aurenhammer, F. (2005). Voronoi Diagrams – A Survey of a Fundamental Geometric Data.Structure. M.M: ACM Computing Surveys.

Barnsley, M. (1999). Fractals Everywhere. U.S.A: I N C. U.S.A Academic Press.

Benoit, M. (2002). Fractal Geometry: What is it and what does it do. Yale university: B.N.

Bernard, S. (2004 ). Is Randomness Partially Tamed By Fractals. Rhode Island: Fractal Geometry and Applications.

Bovill, C. (2013). Fractal geometry in architecture and design. BirkhäuserBosten: school of architecture, University of Maryland.

Falconer, F. (2003). Mathematical Foundations and Applications. B.B: John Wiley & Sons.

Falconer, K. (2000). The Geometry of Fractal Sets. Cambridge: Cambridge University.

Fathy, M. (2008). Design Style and Its Elements. Egypt: Technical Books, Helwan University.

Georg, C. (2004). On Power of Perfect Sets of Point: Classics on fractals. USA: Studies in nonlinearity ,by Weastview press.

Gordon, N. (2006). Introducing fractal Geometry. B.B: B.N.

Hakem, M. (2019). The concept of visual reflections in the design of printing fabrics. Baghdad: Al-Mustansiriya University, College of Basic Education.

Hamid, O. (2010). Teacher’s Mental Health in the Light of Positive Psychology Concepts. Setif: University of Mohamed Moulin Debaghin.

Hilal, A. (2015). The effectiveness of teaching a proposed educational unit in fractal geometry on cognitive achievement and the trend towards learning mathematics for eighth grade students. Sudan: Journal of Educational Sciences, Sudan University of Science and Technology.

Jean, R. (2009). A Systemic Study in Plant Morphogenesis. England: Cambridge University Press.

Jurgen, H. (2008). The Theory of Communicative Action. Boston: trans by Thomas McCarthy.

Kenton, M. (2004). Fractal Forgeries of Nature in: Fractal Geometry and Applications: AJubilee of Benoit Mandelbrot by Michael, L. Lapidus , Managing Editor. Island: American Mathematical Society , Providence.

Koch, H. (2004). On a Continuous Curve without Tangents Constructible from Elementary Geometry. USA : Westview press.

Lorenz, W. (2003). Fractal and Fractal Architecture "Department of computer aided planning and architecture. Vienna: Vienna University of Technology.

Lynch, K. (1999 ). Theory of Good City Form. USA: Cambridge,Mass,the MLT press.

Mandelbrot, B. (2004). Fractals and Chaos. B.B: The Mandelbrot Set and Beyond.

Mandelbrot, e. (2004). Fractals and Chaos. B.B: The Mandelbrot Set and Beyond.

March, L. (1997). The Geometry of Environment. London: The Geometry of Environment.

Noureddine, R. (2007). Communication Theory and Modern Linguistics. B.B: Saiss-Fez Press.

Orabi, R. (2016). The Role of Computing in the Architectural Design Process. Architectural design department. Damascus: chool of Architecture. Architectural design department. Damascus University.

Ting, C. (B.T). World of Fractal - Accessedat. Retrieved from http://www.math.nus.edu.sg/aslaksen/gemprojects/maa/World_of_ actal.pdf.

Zidan, B. (2002). The Collective Dictionary. Nablus: An-Najah National University.

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Published

2023-06-14

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How to Cite

Fractal and its implications for industrial product design. (2023). Al-Academy , 108, 349-366. https://doi.org/10.35560/jcofarts108/349-366

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