The Golden ratio and its impact on Architectural design | ||||
| International Design Journal | ||||
| Article 7, Volume 12, Issue 2 - Serial Number 44, March and April 2022, Page 77-90 PDF (2.37 MB) | ||||
| Document Type: Original Article | ||||
| DOI: 10.21608/idj.2022.113126.1031 | ||||
 View on SCiNiTO | ||||
| Author | ||||
AMR AHMED MOHAMED ALI ZEINA 
| ||||
| Architectural Engineering, Faculty of Engineering, Horus University, New Damietta, Egypt | ||||
| Abstract | ||||
| Proportionality is a concept that refers to the importance of the relationships between the parts of the same geometric shapes in terms of a mathematical ratio, which is represented here by the golden ratio, and relying on mathematical principles in art and architecture gives the human mind the ability to perceive and understand the relationships between blocks and spaces in a simpler way. Therefore, balance, proportionality and symmetry are among the basic principles in Architectural Design. Proportionality in this way can be considered a numerical value expressing how the design elements are located within its general framework. Therefore, the research was interested in studying the concept of golden ratios and their relationships with basic geometric shapes through mathematical relations represented in the Fibonacci sequence and its applications in architecture throughout the ages through the use of the deductive approach and then the use of the inductive approach in order to find a mathematical technique that helps architects achieve golden proportions in their architectural designs through find an architectural module (grid) that achieves the Fibonacci sequence and thus achieves the golden ratios in the form of the relationship between the sides of the architectural spaces. | ||||
| Keywords | ||||
| Golden ratio; Architectural Design; Fibonacci sequence | ||||
|
Supplementary Files
|
||||
| References | ||||
|
1. Akhtaruzzaman, M., Shafie, A. A., Raihan, S. M., Hasan, M., Ahsan, T., Alam, M., & Haider, M. B. (2011). Golden ratio, the Phi, and its geometrical substantiation. Paper presented at the 2011 IEEE Student Conference on Research and Development. 2. Benavoli, A., Chisci, L., & Farina, A. J. S. P. (2009). Fibonacci sequence, golden section, Kalman filter and optimal control. 89(8), 1483-1488. 3. Bogomolny, A. J. I. M. M., & Puzzles. (2017). Golden ratio in geometry. 4. Faisandier, A. (2013). Systems architecture and design: Sinergy'Com Belberaud, France. 5. Foutakis, P. J. C. A. J. (2014). Did the Greeks Build According to the Golden Ratio? , 24(1), 71-86. 6. geographic, N. (2021, October 25). The Golden Ratio. Retrieved from https://www.nationalgeographic.org/media/golden-ratio/ 7. Hashemiparast, S. M., & Hashemiparast, O. J. A. M. (2011). Multi Parameters Golden Ratio and Some Applications. 2(07), 808. 8. Isa, H. M., Ismail, K., Zainol, H., & Othman, M. F. (2016). Tracking architectural defects in university building in Malaysia. Paper presented at the MATEC Web Of Conferences. 9. Jozsef, C. J. J. o. M. P. (2016). The Golden Ratio. 7(14), 1944-1948. 10. Košir, M., Gostiša, T., & Kristl, Ž. J. J. o. B. E. (2018). Influence of architectural building envelope characteristics on energy performance in Central European climatic conditions. 15, 278-288. 11. Livio, M. (2008). The golden ratio: The story of phi, the world's most astonishing number: Crown. 12. Martini, A., Pareto, L., & Bosch, J. (2014). Role of architects in agile organizations. In Continuous software engineering (pp. 39-50): Springer. Mavridou, A., Stachtiari, E., Bliudze, S., Ivanov, A., Katsaros, P., & Sifakis, J. (2016). Architecture-based design: A satellite on-board software case study. Paper presented at the International Workshop on Formal Aspects of Component Software.
| ||||
|
Statistics Article View: 503 PDF Download: 540 |
||||
