| 香气的分维 |
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| 引用本文： | 林翔云.香气的分维[J].香料香精化妆品,2006(1):9-11. |
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| 作者姓名： | 林翔云 |
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| 作者单位： | 厦门牡丹香化实业有限公司 厦门 |
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| 摘 要： | 本文用分形数学理论解释调香行为,计算了香精主题香气奇怪吸引子的分维,总结出“分维越接近1,香精的主题香气就越突出”的结论。通过一系列的计算确认配制香精时用较多种相关香料的有利之处。文中也讨论了香料中“杂气”对主题香气的影响。
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| 关 键 词： | 混沌 分形 分维 康托集 科赫曲线 香料香精 香气 |
Fractal Dimensions of Odor |
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| Lin Xiangyun Xiamen Peony Perfume & Chemical Industry Co.,Ltd.,Xiamen.Fractal Dimensions of Odor[J].Flavour Fragrance Cosmetics,2006(1):9-11. |
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| Authors: | Lin Xiangyun Xiamen Peony Perfume & Chemical Industry Co Ltd Xiamen |
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| Affiliation: | Lin Xiangyun Xiamen Peony Perfume & Chemical Industry Co.,Ltd.,Xiamen 361006 |
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| Abstract: | The theory of fractal mathematics is used to explain perfumery acts. The fractal dimensions of "subject" odors of a fragrance-regarded as strange attractors-were calculated, it is concluded that "the closer to 1 the fractal dimensions,the more distinct the subject odor of a fragrance". By means of a series of calculation, the advantage of using multiple relative raw materials of perfumery for the preparation of fragrances is confirmed. The influence of "non-subject" odors of raw materials of perfumery on the "subject" odor was also discussed. |
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| Keywords: | Chaos Fractal Fractal dimension Cantor sets Koch curve Flavor& fragrance Odor |
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