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mum in the least-squares sense was sought. Other, more detailed criteria can be used instead, such as mini-max or equal ripple. Thus, the suitability of the various methods for a specific application may depend on the detailed requirements, the available parameter space, previous experience, available computer codes, and simply the user s personal preferences. It is not possible to rank the methods, or even to include all possible methods in a comparison. However, an effort to summarize the main characteristics with conformal arrays in mind is presented in Table 10.1, partly based on [Guy 1999].

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The REPT function repeats a text string (first argument) any number of times you specify (second argument). For example, this formula returns HoHoHo:

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Figure 15-6: If the query information specified in the web page is translated into a URL segment, then a parameter can be used in the web query to enable the user to specify the string from an Excel report.

11 0 1 23 30 0 2 43 49 0 5 65

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Figure 21-7: You can use the Live Data Settings dialog box to simulate forms using either the GET or POST method. To establish variables using the Live Data Settings feature, follow these steps: 1. Choose View Live Data Settings or enter Live Data view and select Settings from the Live Data toolbar. The Live Data Settings dialog box for the current page is displayed. 2. To create a new variable, choose the Add (+) button. 3. In the Name column, enter the name of the variable. 4. In the corresponding field under the Value column, enter a value for the variable. 5. Repeat Steps 2 through 4 to add additional variables. 6. To delete a name/value pair, select it and then choose the Remove button. 7. You can adjust the sequence in which the variables are presented to the page by using the Up and Down buttons to move name/value pairs higher or lower in the list. 8. By default, Dreamweaver sends variables to a page using the Get method, which appends URL-encoded name/value pairs in a query string. To simulate a form passing variables in an encapsulated, hidden manner, choose Post from the Method list.

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7-3.2.2 Valves, Nozzles, and Ori ce Plates. These devices are used in continuous liquid-phase processes, but less and less so as static mixing technology has evolved to dominate multiphase continuous liquid processes. In continuous liquid applications these devices are less ef cient and often require a higher energy expenditure than that required by a properly designed static mixer. Also, as a result of highly concentrated energy dissipation, the drop size distribution is less controlled and typically much broader than that which can be achieved in a static mixer. Broad drop size distributions have a negative impact on equipment size and performance of downstream phase separation equipment as described above for static mixing. Valve designs do have the bene t of providing a degree of adjustment to tune the process and deal with turndown, but have proved dif cult with respect to continuously achieving design performance. They are rarely used in continuous gas processes, except for two uid nozzles, where the gas component can be used to atomize the liquid stream. Design uncertainty and potential for ow instability are typical concerns. 7-3.3 Laminar Flow

In (E)GPRS, circuit switch (CS) connections use dedicated resources (i.e. TSLs) while packet switch (PS) connections share the resources between the users being served, and consequently, the throughput in PS connections is reduced when the number of active users increases. The throughput experienced by a user can be calculated as (see throughput reduction factor in Section 5.2). User throughput = Number of allocated TSLs TSL capacity Reduction factor or User throughput per allocated TSL = TSL capacity Reduction factor where TSL capacity is the average throughput per fully utilized TSL. It represents the average throughput from the network point of view. It basically depends on the network carrier/interference (C/I) distribution. Reduction factor (RF) takes into account the user throughput reduction due to TSL sharing with other users. Figure B.5 represents how interference and TSL sharing reduce the EGPRS throughput. In some networks, TSL capacity can be the most limiting factor, while in others TSL sharing can be the dominant effect. Under the following conditions, it is possible to model the resource utilization problem with a Markov chain [2]:

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