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首页> 外文期刊>International Journal of Bio-Inspired Computation >Fractal dimension and time factors of sawdust pattern formation in sawmills
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Fractal dimension and time factors of sawdust pattern formation in sawmills

机译:锯木厂木屑形态形成的分形维数和时间因素

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This paper presents the application of fractal theory, especially fractal dimension to the formation of sawdust particles during operation with four detailed cases, which helps us to understand the distribution of the sawdust particles inhaled by sawmill workers and remove the effect of toxicity on their body quickly. Pattern of formation of sawdust in human lungs and other parts of the body (in fast branching rate) is described with a practical case study in a developing country. As these sawdust particles settle down in the human body, cells are destroyed on a very fast rate by the toxic nature of sawdust particles. Thus, removing the effect of toxicity on the body will require special skill and is cost intensive. The pattern formation of sawdustparticles follows random walking in 2-D Euclidean space using fractal dimension and time steps. Percentage total of average time steps required for aggregation of specified n-sawdust particles varies according to power law of percentage successive aggregation. Case 3 and its rules are the most reasonable if used in a real project since its percentage absolute error compared with the standard literature value of 1.71 is zero. The paper may be of great importance to occupational health scientist and thosewho control and monitor occupation health problems in small scale industries particularly where occupational hazards are well pronounced.
机译:本文介绍分形理论的应用,特别是分形维数在操作过程中锯末颗粒形成的四个详细案例,这有助于我们了解锯木厂工人吸入的锯末颗粒的分布,并迅速消除毒性对其身体的影响。 。在发展中国家的一项实际案例研究中,描述了人肺和身体其他部位(快速分支)中木屑的形成方式。随着这些木屑颗粒在人体中的沉降,木屑颗粒的毒性极大地破坏了细胞。因此,消除毒性对身体的影响将需要特殊技能,并且成本很高。锯屑颗粒的图案形成遵循二维维欧空间中使用分形维数和时间步长的随机游动。特定n-木屑颗粒聚集所需的平均时间步长的百分比根据连续聚集百分比的幂定律而变化。如果在实际项目中使用,情况3及其规则是最合理的,因为与标准文献值1.71相比,其绝对误差百分比为零。这篇论文对职业健康科学家以及那些控制和监视小规模行业特别是职业危害明显的行业中的职业健康问题的人可能非常重要。

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