Spectrum of fractal phase structure

Xi-hua Zhong; Yue-ming Zhou; Yongkang Guo; Jing Yuan; Jingqin Su

doi:10.1117/12.263024

31 December 1996 Spectrum of fractal phase structure

Xi-hua Zhong, Yue-ming Zhou, Yongkang Guo, Jing Yuan, Jingqin Su

Proceedings Volume 2866, International Conference on Holography and Optical Information Processing (ICHOIP '96); (1996) https://doi.org/10.1117/12.263024
Event: International Conference on Holography and Optical Information Processing, 1996, Nanjing, China

Abstract

In this paper, the term, fractal phase structure is presented. The recurrence formulas of Fourier spectral function of the Cantor relief fractal phase structure are derived out. A series of power spectral curves of the state that several generations coexist are produced by computer. The spectral characteristics fully shows the self-similarity property of the phase fractals. The Cantor relief fractal structure is successfully made by enzyme etching. Its power spectrum is recorded with CCD camera.

Citation Download Citation

Xi-hua Zhong, Yue-ming Zhou, Yongkang Guo, Jing Yuan, and Jingqin Su "Spectrum of fractal phase structure", Proc. SPIE 2866, International Conference on Holography and Optical Information Processing (ICHOIP '96), (31 December 1996); https://doi.org/10.1117/12.263024

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