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Springer Modelling Stochastic Fibrous Materials With Mathematica Dec 2008 ISBN 1848009909 pdf

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Figure 1.1. Micrographs of four planar stochastic fibrous materials. Clockwise fromtop left: paper formed from softwood fibres, glass fibre filter, non-woven carbon fibremat, electrospun nylon nanofibrous network (Courtesy S.J
Figure 1.3. Departures from randomness. Industrially formed networks typicallyexhibit different degrees of fibre clustering and fibre orientation than the modelrandom fibre network shown on the left of the second row
Table 1.1. Fibre and network properties for networks shown in Figure 1.4
Figure 2.1. Simulated data for typical weight and height distributions of men
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