The Art of Spirals
DOI:
https://doi.org/10.14738/aivp.106.13388Keywords:
The art of spirals, spirals, galactic spiral equations, art-pattern function, artwork creation.Abstract
Interesting graphic patterns can be created by mathematically manipulating the spirals calculated by the galactic spiral equations. Such mathematical manipulation is achieved by multiplying the spiral data with a special mathematical function named as art-pattern function. This method can be extended to parametric curve equations other than spiral equations and to 3-dimension graphics. The graphic creativity is unlimited through this method. This method will have wide applications in many aspects of our daily life.
References
Cook, T., ed.: Spirals in nature and art. J. Murray, 1903.
Lastra, A., ed.: Parametric Geometry of Curves and Surfaces. Birkhäuser, 2021. ISBN 978-3-030-81316-1.
Pan, H., Spirals and Rings in Barred Galaxies by the ROTASE Model. 2021. IJP 9(6), p. 286–307.
Pan, H., Pitch Angle Calculation of Spiral Galaxies Based on the ROTASE Model. 2021. IJP 9(2), p. 71–82.
Pan, H., Introduction of New Spiral Formulas from ROTASE Model and Application to Natural Spiral Objects. 2021. AJAMS 7(2), p. 66–76.
Pan, H., Special spirals are produced by the ROTASE galactic spiral equations with the sequential prime numbers. 2022. AJAMS, 8(4), p. 69–77.
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Copyright (c) 2022 Hongjun Pan
This work is licensed under a Creative Commons Attribution 4.0 International License.
