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In 7, we have discussed analytical theory and Monte Carlo simulations of three-dimensional point scatterers. In 8, we have examined the generation of dense media that consist of three-dimensional particles densely packed together. We study both analytical theory and Monte Carlo simulations of pair distribution functions and structure factors. In 10, we will study 3-D simulations of scattering by dense media. Volume scattering is a computationally intensive problem having one more dimension than surface integral equation used in rough surface scattering. Thus in this chapter, we study extensively the simpler problem of the simulations of 2-D scattering problems that consist of infinitely long cylinders. We make use of vector cylindrical wave functions described in 1 of Volume 1. In Section 2, we describe Monte Carlo generations of positions of hard (non-sticky) cylinders and also sticky cylinders. We also study the PercusYevick approximation of pair distribution functions for two-dimensional hard disks. * In Section 3, we perform Monte Carlo simulations of scattering by densely packed non-sticky cylinders and sticky cylinders. We study the frequency dependence of scattering by dense media. In Section 4, we apply the sparse-matrix canonical-grid (SMCG) method to fast computations of scattering by cylinders.

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global market that was in excess of $1.5 billion in 2002. Companies in Germany, Denmark, and England account for about 60 percent of en zyme production, with the remaining production equally distributed be tween the United States and Japan. The primary market for enzymes is the food industry, which consumes almost half of the worldwide produc tion of enzymes, about $702 million in 2002 (see Figure 2.3). Applica tions of enzymes in the food industry range from the production of beer and wine, to leavening in the baking industry, to the fermentation of cheese, to the production of fruit juices, to its use in animal feeds and for creating avorings. The detergent industry accounts for about a third of enzyme production (about $544 million in 2002), with most of the re maining enzyme production used by the textile industry ($176 million in 2002). The leather and paper industries rely on enzymes, but together they accounted for about $64 million in 2002, or only about 3 percent of the enzyme market. Yeast, the earliest known microbial enzyme, has been used in brewing and baking for well over 5,000 years. Up until the mid-nineteenth century,

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In a dense medium, the particles are densely packed together occupying high fractional volumes. In the three-dimensional case, for a medium consisting of spheres with radius a, the volume of the sphere V o and the fractional volume f occupied by the particles are respectively 47r 3 V o = 3a (9.1.1)

(9.1.2)

where no is the number of spheres per unit volume. Let the particles be of permittivity Ep , and they are embedded in a background of permittivity E. As discussed in 8, in a dense medium, the pair distribution functions differ significantly from that of particles with independent positions. This will affect the scattering phase functions and the extinction coefficients as well as the effective permittivity of the medium. * As far as the generation of cylinder positions is concerned, disks and infinite circular cylinders are equivalent. We shall use the terms disk and cylinder interchangeably.

Private _CustomerPurchases As PurchaseList Public Property CustomerPurchases() As PurchaseList Get Return _CustomerPurchases End Get Private Set(ByVal value As PurchaseList) _CustomerPurchases = value End Set End Property

Figure 9.1.1 Scattering attenuation as a function of fractional volume of particles: Independent scattering and a more realistic solution.

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