_Girih for Domes: Analysis of Three Iranian Domes

Description

Drawing Girih is a challenging mathematical and geometrical principle for artists and artisans in the present and past. This paper is to determine how Girih have been embedded on curved surfaces such as dome, according to their curvature. For achieving this goal, the Dast-Gardan pattern is represented as a prominent and complex type. This pattern enables the designer to use diverse types of star polygons in one pattern depending on the curvature of the surface. The research hypothesis is examined by analyzing the patterns of three historic domes in Iran. The result shows that there is a relationship between the number of points of star polygons and the change of the dome curvature.

Citation

Kasraei, Mohammad Hossein, Yahya Nourian, and Mohammadjavad Mahdavinejad. “Girih for domes: analysis of three Iranian domes.” Nexus Network Journal 18 (2016): 311-321.

Information

Publication Year

2015

Publisher

Springer

Artist

Related country

Source

ISSN

ISBN

Production company

Author(s)

Mohammad Hossein Kasraei, Yahya Nourian, Mohammadjavad Mahdavinejad

Parent Book Title

Book Editor(s)/Author(s)

Language

English

Type

Articles, Journal Article

Student name

Marlon Alberto Cruz Murillo

College name

Universidad del Valle

Year of graduation

2012

Photographer

Journal title

Nexus Network Journal

Volume

18

Issue

Page range

311-321

Paper DOI

Conference title

Conference place

Conference Proceedings Editor(s)

University/Publishing Institution

University/Publishing Institution place

Thesis Type

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