ME’MORIY FRAKTAL SHAKLLARNING TAHLILI VA ISTIQBOLDAGI O‘RNI
Keywords:
Fraktal, fraktal arxitektura, me’morchilik, fraktal geometriya, jonsiz va jonli tabiat, shaharsozlik, kompyuter grafikasi, RFM, IFS, L-tizimAbstract
Maqolada fraktal geometriya terminologiyasi va tushunchalari yordamida tabiiy yuzalar va shakllar yetarli darajada to‘g‘ri, sifatli va miqdoriy tarzda tavsiflanishi tahlil qilindi. Me’morchilikda shakllar tuzilishining fazoviy tashkil etilishi fraktal geometriya yordamida tabiiy tuzilishlar singari yetarli darajada tavsiflanishi mumkin bo‘lgan takrorlanadigan o‘ziga o‘xshash tuzilishlardan foydalanish, ya’ni mohiyatiga ko‘ra fraktal qurilish qoidalarini matematik modellar va kompyuter grafikasi yordamida arxitektura sohasida qo‘llash haqida fikrlar tahlil qilingan.
References
Мандельброт Б. Фрактальная геометрия природы. М.: Институт компьютерных исследований. 2002. 856 с
Касьянов Н.В. Исследование параллелизма природного и архитектурного формообразования с применением компьютерного моделирования. Международный электронный научно-образовательный журнал по научно-техническим и учебно-методическим аспектам современного архитектурного образования и проектирования с использованием видео и компьютерных технологий 1(2) 2008,https://marhi.ru/AMIT/2008/1kvart08/Kasyanov
Zhang, Shuowei, "Computing Local Fractal Dimension Using Geographical Weighting Scheme" (2018). Doctoral Dissertations. 1829.
https://opencommons.uconn.edu/dissertations/1829.
Bovill C. Fractal geometry in architecture and design. Boston, Basel, Berlin: Birkhäuser.1996. 195 p.
Anarova Sh.A., Nuraliev F.M., Narzulloev O.M. Construction of the equation of fractals structure based on the rvachev R-functions theories. Mechanical Science and Technology Update, IOP Publishing, IOP Conf. Series: Journal of Physics: Conf. Series 1260 (2019) 102002.
Anarova Sh., Ibrokhimova Z., Berdiev G. An Algorithm for Constructing Equations of Geomtry Fractals Based on Theories of R-functions. Published in: 2020 4th International Symposium on Multidisciplinary Stuies and Innovative Technologies (ISMSIT) INSPEC Accession number: 20116939 DOI: 10.1109/ISMSIT50672.2020.9254635
Anarova Sh.A., Sadullayeva Sh.A., Azamov V.F. Murakkab fraktal tuzilishdagi dizaynlarni arxitekturada qo’llash. “Рақамли иқтисодиётни шакллантиришда илм-фан ва инновацион ютуқларни амалиётга жорий этишнинг долзарб муаммолари” мавзусидаги ёш олимларнинг XVII республика илмий-амалий online конференцияси. Самарқанд.2020 йил 3 июн. 19-23б.
Добрицина И.А. От постмодернизма к нелинейной архитектуре. М.: Прогресс-традиция. 2004. 416 с.
Jencks Ch. New science = new architecture // Architect. Design. 1997. Vol. 67. NN 9/10. P. 7-11.
Кроновер Р.М. Фракталы и хаос в динамических системах. М.: Постмаркет. 2000. 350 с.
Шредер М. Фракталы, хаос, степенные законы. М., Ижевск: Регулярная и хаотическая динамика. 2001. 527 с.
Nazirov Sh.A., Anarova Sh.A., Nuraliyev F.M. Fraktallar nazariyasi asoslari. – Tashkent: Navro’z. Monografiya. 2017. - 128 b.
Anarova Sh.A., Narzulloyev O.M., Ibragimova Z.E. Development of Fractal Equations of National Design Patterns based on the Method of R-Function // International Journal of Innovative Technology and Exploring Engineering (IJITEE) ISSN: 2278-3075, Volume-9 Issue-4, February 2020. –Pp. 134-137.
Wen Wang,Xueqiang Ma,Hong Liu. A Computer aided Harmonious Architecture Design Method Based on Fractals Fourth International Conference on Natural Computation DOI 323 10.1109/ICNC.2008.2.
Rian I.M., Sasson M., Asayama S. From fractal geometry to architecture: Designing a grid-shell-like structure using the Takagi-Landsberg surface. Computer-Aided Design (2018), https://doi.org/10.1016/j.cad.2018.01.004
I. Rian and M. Sassone, Tree-inspired dendriforms and fractal-like branching structures in architecture: A brief historical overview, Frontiers of Architectural Research (2014). Vol. 3 pp. 298-323 URL https://www.scipedia.com/public/Md-Rian_Sassone_2014a
Myung-Sik Lee, Application of Fractal Geometry to Architectural Design. ARCHITECTURAL RESEARCH, Vol. 16, No. 4(December 2014). pp. 175-183 pISSN 1229-6163 eISSN 2383-5575
Ediz, Ö. and Çağdaş, G. (2007), "A Computational Architectural Design Model Based on Fractals", Open House International, Vol. 32 No. 2, pp. 36-45.
Wolfgang E. Lorenz. Fractal Geometry of Architecture: Implementation of the Box-Counting Method in a CAD-Software. Conference: eCAADe 27: Computation: The New Realm of Architectural Design Conference Proceedings / ISBN 978-0-9541183-8-9] Istanbul (Turkey) 16-19 September 2009, pp. 697-704
WANG Wen, LIU Hong, WANG Xia. Fractal geometry and architectural design. 2009 IEEE International Symposium on IT in Medicine & Education. 14-16 Aug. 2009. Jinan, China. DOI: 10.1109/ITIME.2009.5236277
Seyedeh Somayeh Mirmorad. Recognition of the role of nature in the formation of fractal architecture. Organization, Technology and Management in Construction 2017; 9: 1574–1583 DOI 10.1515/otmcj-2016-0020
Asli Agirbas. A proposal for the use of fractal geometry algorithmically in tiling design. June 2019. Con: CAAD Futures 2019. https://researchgate.net/publication/333949260
Wen Wang,Xueqiang Ma,Hong Liu. Application of Fractals in Architectural Shape Design. Published in: 2010 IEEE 2nd Symposium on Web Society. 16-17 Aug. 2010 Beijing, China. DOI: 10.1109/SWS.2010.5607455.
M.A. Vyzantiadoua , A.V. Avdelasa, S. Zafiropoulosb. The application of fractal geometry to the design of grid or reticulated shell structures. Computer-Aided DesignVolume 39, Issue 1, January 2007, Pages 51-59. https://doi.org/10.1016/j.cad.2006.09.004
Downloads
Published
How to Cite
Issue
Section
License
Copyright (c) 2023 Berdiyev Gʻolib Rashidovich
This work is licensed under a Creative Commons Attribution 4.0 International License.