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For m noninteger, the authors have been unable to arrive at an approximate closedform result. Finally, we note that the approach taken in Ref. 18 for arriving at the alternative forms for the rst-order Marcum Q-function given in (4.51) through (4.54) unfortunately does not produce an equivalent simpli cation in the case of the mth-order Marcum Q-function. Similarly, upper and lower bounds on the mth-order Marcum Q-function are not readily obtainable by upper and lower bounding the exponential in the integrands of (4.69) and (4.77) since the rst factor of these integrands is not positive over the domain of the integral. Thus, throughout the remainder of the book, unless the forms in (4.39) through (4.42) produce a speci c analytical advantage, we shall tend to use the alternative forms of the rst-order Marcum Q-function given in (4.39) and (4.42) because of their synergy with the equivalent forms in (4.69) and (4.77) for the mth-order Marcum Q-function. 4.2.2.1 Upper and Lower Bounds Despite the fact that upper and lower bounds on the mth-order Marcum Q-function are not readily obtainable from (4.69) and (4.77), it is nevertheless possible [23] (see also Figs. 4.2 4.4) for m integer to obtain such bounds by using the upper and lower bounds on the rst-order Marcum Q-function given in (4.55) and (4.56) together with the recursive relation of (4.61).12 In particular, (4.61) can rst be

With a patch panel, each line ends at a point on the patch panel. This relates to cables from both workstations and servers. Each point on the patch panel is marked with a number that is identical to the number of the electrical sockets for the workstations. Figure 4.15 shows a small network that is cabled with a patch panel according to modern methods. The figure shows a companywith sixworkstations in a n office environment and a machine room with two servers. Tree-and-branch cables go from each office desk to the machine room. These cables end in the patch panel that is blown up on the top right in the figure. There is also a cable from the server s connection points to the patch panel. Under this, there is a switch. To make sure that all the cables from the workstation and the servers do not end at the connection points in the patch panel (inwhich case there will be no contact between the workstations and the servers) they will have to be connected to the switch. This is done by laying small drop cables from the patch panel down to the switch as indicated on the figure. Drop cables are small (approximately half a meter) twisted-pair cables with RJ45 plugs at both ends, and are the same type as that used from the point to the workstation.

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| | denotes the determinant operator, ( ) is the gamma function [10, Sect. 8.31], and (x) is a p p matrix function of the scalar x (0, 1) with entries { (x)}i,j =

of volatiles and/or solids may be accelerated by catalysts or may be initialized by additives, which decompose into radicals at low temperatures. A stepwise reaction of deposited solids may also be promoted by periodically heating the filter. The question remains, why should a chemical engineer try to convert a filter, which is a simple unit operation, into a much more complex apparatus It can be expected that the combination of the two unit operations in the reactive filter results in synergetic effects such as energy and space savings or a reduction in investment and operation costs. In some cases for example, the diesel particulate abatement for passenger cars the reactive filter seems to be the only option. In other cases, such as the production of bio-oil by the pyrolysis of biomass, the reaction cyclone is a promising option to guarantee a very short gas residence time, together with a longer particulate residence time. Besides, reactive filters show a unique dynamic behavior, which poses challenges to the understanding, modeling and control of these systems and makes them an interesting field for chemical engineering research. In the following sections, the different types of reactive filters, together with their typical applications, will be presented. The separation and catalytic combustion of diesel soot is the most important and furthest investigated application. Consequently, this type of reactive filtration, with its practical and theoretical aspects, will form the main focus of this chapter.

You can very effectively use Lightroom to generate print-ready files for printing by a lab. All photographic print labs accept jpg files for output. Lightroom s Print module has controls for you to save out jpg files using the current print layout and settings, instead of spooling the job to your own printer. Perform the workflow steps as usual, up to the point where you are setting the options in the Print Job panel.

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