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纤维几何规格及其与实测纤维统计数据的关系。

Fiber geometry specifications and its relation to measured fiber statistics.

作者信息

Krawarik P H, Watkins L S

出版信息

Appl Opt. 1978 Dec 15;17(24):3984-9. doi: 10.1364/AO.17.003984.

Abstract

Fiber quality requirements can be specified in a number of ways; the most typical is to state a required diameter and give a tolerance band to allow for manufacturing variations. Actual fiber diameter statistics have been shown to be close to Gaussian for a certain range of fiber lengths. These fiber statistics are discussed showing the bounds of stationarity and their relation to fiber specifications. Thus the fiber statistics in terms of standard deviation and sample length can be related to the specification. Not only variations within one fiber are important, but also from fiber to fiber. Thus, the effect of mean-to-mean differences in fibers and their influence in meeting fiber specification for given standard deviations are considered. In considering these factors, the following conclusions are made. There is a bandwidth which can be related to the fiber drawing process, and measurement of fiber diameter for the purpose of characterization must be made at a rate greater than this bandwidth to guarantee fiber quality. Since fiber drawing is a predominately random process, specifications should be written which relate to a statistical description of the process. If a tolerance band is used for the specification of fiber diameter, it ought to comprise two parts. One part will allow for the random fiber diameter variations. The second part must provide for the deviations of the mean diameter of each complete length from the nominal.

摘要

纤维质量要求可以通过多种方式来规定;最典型的是规定所需直径并给出一个公差带,以允许制造过程中的变化。对于一定范围的纤维长度,实际纤维直径统计数据已显示接近高斯分布。本文讨论了这些纤维统计数据,展示了平稳性的界限及其与纤维规格的关系。因此,就标准差和样本长度而言的纤维统计数据可以与规格相关联。不仅一根纤维内部的变化很重要,而且纤维之间的变化也很重要。因此,考虑了纤维间平均差异的影响及其在给定标准差下对满足纤维规格的影响。在考虑这些因素时,得出了以下结论。存在一个可与纤维拉伸过程相关的带宽,为了表征目的而进行的纤维直径测量必须以高于此带宽的速率进行,以保证纤维质量。由于纤维拉伸主要是一个随机过程,规格应该写成与该过程的统计描述相关。如果使用公差带来规定纤维直径,它应该包括两部分。一部分将允许随机的纤维直径变化。第二部分必须考虑每个完整长度的平均直径与标称值的偏差。

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