期刊文献+

利用分形理论和模拟技术求解非织造布孔隙分形维数的新方法 被引量:1

New method of determining the pore fractal dimension of nonwovens by fractal theory and computer simulation
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摘要 利用数字图像技术获得非织造布表面形态的二值图像,根据分形理论用S ierp insk i地毯法求得孔隙的面积分形维数Df;用计算机模拟纵向毛细管通道,并用计盒法求得弯曲分形维数DT。孔隙分形维数的求解为研究非织造布的结构和性能提供了有效而可靠的方法。 The binary image of nonwovens surface morphology can be obtained by digital image technology. The pore area fractal dimension Df is determined by Sierpinski-basket method based on fractal theory. Computer simulating tortuous capillary tube was developed, whose tortuosity fractal dimension DT is determined by box-counting method. It is an effective and reliable method to study the structure and properties of nonwovens.
出处 《产业用纺织品》 北大核心 2009年第9期17-20,共4页 Technical Textiles
基金 国家自然科学基金项目(50809016)
关键词 非织造布 数字图像技术 分形 模拟 nonwovens, digital image technology, fractal, simulation
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参考文献6

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二级参考文献6

  • 1Mao N, Russell S J. Directional Permeability in Homogeneous Nonwoven Structures. The Journal of the Textile Institute, 2000, 235 - 257.
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