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CIECAM02 represents a signi cant advance in color appearance models over the six years between its publication and the initial formulation of CIECAM97s. Immediately upon the publication of CIECAM97s, limitations were noted, suggestions for improvements were made, and a new CIE committee was formed to suggest improvements. Currently, no similar situations are arising with respect to CIECAM02. It appears that the time between CIECAM02 and the next CIE color appearance model will be signi cantly longer than six years. One reason for this is that this type of model seems to be predicting the available visual data to within experimental uncertainty. Thus there is no room for signi cant improvement until more precise (and accurate) experimental data become available or until vastly larger volumes of data are produced to allow improved prediction of the mean response. The cost and dif culty of collecting such data as well as inherent inter-observer variability make it unlikely that signi cant improvements in the available data will be obtained in the foreseeable future. Instead, many researchers in the eld of color appearance are turning to more complex viewing situations and deriving models with new and different capabilities. Such capabilities include computational prediction of spatial and temporal effects. These types of models were only just being considered when the rst edition of this book was published, but are becoming more of a practical reality as the second edition is being produced. The concepts of such models and one example are described in 20. Perhaps such models are the direction color appearance modeling will move in the future. Meanwhile, it is likely that CIECAM02 will see signi cant practical adoption and use. It will be interesting to see the degree to which it is considered a practical success.

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The Fit Options section determines which elements are moved outside the extension lines text, arrows, or both when they can t fit inside the extension lines. These are among the hardest of the dimension styles options to understand, yet they can greatly affect how your dimensions appear.

(Figure 8.1), together with a summary of the risks and the treatment actions that are being implemented (Figure 8.2). In many cases at least part of the information is available from the risk register database. For major projects, more extensive reporting may be required on a periodic basis or at key milestones. Figure 8.3 provides an example of an extended reporting format.

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where Sw = w - w,. If Sw is small compared with w,, the two solutions are identical for t small. That is, the particle does not know initially whether or not it is on resonance. But at t = 1/80 the solutions become distinct. The behavior is illustrated in Figure 6.11. The circumstance that the fraction of the particles participating in secular growth diminishes with time suggests that the constant amplitude force does not produce an instability in the sense that we are looking for here. In contrast, let us consider a force that increases exponentially with time. Since we are looking for exponentially growing solutions it is reasonable to consider forces which grow exponentially as well. Suppose the equation of motion is of the form

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5. Right-click the shared printer you want to install and then click Connect. The shared printer now appears in Printers and Faxes, similar to all other installed printers. To install a shared printer using the Add Printer Wizard, complete the following steps: 1. Click Start Printers and Faxes. 2. In the Printer Tasks section, click Add a printer. 3. At the Add Printer Wizard Welcome screen, click Next. 4. At the Local or Network Printer screen, click A network printer or a printer attached to another computer. Click Next. 5. At the Specify a printer screen, click Connect to this printer (as shown in the following figure) and then click Next.

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