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Fig. 13.3 Flow regimes This allows the local superficial gas velocity and a local void fraction be used to describe the local flow pattern. The flow regime map is shown on Fig. 13.4 for these co-ordinates and has been constructed from the main flow regimes that were observed during experimental tests, (3). To model the conditions in the annulus, four flow regimes were believed to have a dominant effect; mist flows, churn flows, thin film flows, and thick film flows. The regions in which these regimes are believed to exist are shown on Fig. 13.4. Region A and B are parts of the flow map that are not expected to be encountered. To ensure that the calculations will not fail due to the lack of closure laws, Region A defaults to the mist regime and Region B defaults to the chum regime if the solution falls in these regions. The mist flow regime accounts for all the dispersed flows that might occur during the flooding process and at this stage in the modelling process also accounts for regimes where the liquid may be partly wall based, i.e. film-mist type flows. The modelled churn flow regime describes a chaotic flow pattern observed in the annulus but only describes the conditions where a co-current flow of liquid and gas is expected. The modelled film flow regimes actually accounts for observed liquid film flows but also accounts for churn flows

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Midbrain (raphe nuclei) Hypothalamus (PVN)

FIGURE 5.8 Measured radiation patterns for the antennas studied in Figure 5.6. (a) Antenna 1 at 1916 MHz, (b) antenna 2 at 1880 MHz, (c) antenna 3 at 1768 MHz. (From Ref. 3, C 1999 IEEE, reprinted with permission.)

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You don t need to escape most of the previously mentioned special characters when they re inside a character class. The exceptions are the caret, which still needs to be escaped (unless you re using it to negate the class as just shown), and the backslash, which is used for specifying shorthand character classes, as you see in a moment. You can also use various shorthand character classes comprising a backslash followed by one of several letters, as follows:

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DATE: A month, date, and year such as February 29, 2012. DATETIME: A date and time such as 12:34pm February 29, 2012. DECIMAL(p, s): A xed-point number where p (precision) gives the total number of digits and s (scale) gives the number of digits to the right of the decimal. For example, DECIMAL(6, 2) holds

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The LAYOUTMERGE command (choose Express Layout Tools Merge Layout)

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ments for the manufacture of parenteral preparations; Part IB with the requirements for the manufacture of oral solid dosage forms such as tablets and capsules; Part IC with the requirements for the manufacture of oral liquids such as syrups, elixirs, emulsions, and suspensions; Part ID with the requirements for the manufacture of external preparations such as creams, ointments, pastes, emulsions, and lotions; and Part 1E with the requirements for the manufacture of inhalers. Part 1F covers speci c requirements for the manufacture of APIs regarding buildings and facilities, utilities, equipment, controls, and containers. Part II of the Indian GMP regulations consist of detailed recommendations for the process equipment to be used in the manufacture of different dosage forms and requirements for the partition of the production area [24].

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CCK is both a gut peptide hormone and CNS neurotransmitter. CCK expressed by neuroendocrine I cells in the duodenum and ileum is released into the circulation during and after meals, stimulated especially by high intraluminal concentrations of proteins and long-chain fatty acids derived from dietary triglyceride. Circulating CCK acts as a hormone, its actions including gall-bladder contraction. The classic demonstration by Gibbs, Young and Smith (1973) that intraperitoneal injections of CCK rapidly and selectively inhibited eating rst implicated CCK in satiation, and CCK continues to be considered the prototypic endocrine satiation signal.

We have not yet considered any particular con guration for the four holes. The four holes can be located at 45 (in X) or at 0 , 90 , 180 , and 270 , (in cross) as will be considered next. 10.5.1. Four Holes in Cross Now we will consider the following coordinates for the four holes, as described by Malacara and Malacara (1992) and illustrated in Figure 10.10(a): a d=2; 0 , b 0; d=2 , g d=2; 0 , and d 0; d=2 . We can apply Eqs. (10.21) and (10.22) to the four holes to nd the aberration coef cients and by taking averages where redundant information is available, as in the case of the G and H coef cients; we nally nd all the aberration coef cients for the square cell to be given by TAxa TAxg 3 TAxb TAxd 4r 3 TAya TAxg TAyb TAyd C 2r TAxa TAxg TAyb TAyd D 4rd TAxa TAxg TAyb TAyd E 4rd TAya TAyg F 2rd TAya TAyg TAyb TAyd G 2rd 2 TAxa TAxg TAxb TAxd H rd 2 B

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