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The term modem is derived from its two main functions. A modem modulates and demodulates. This means that a modem converts digital data to an analog signal and then converts it back again when the data reaches the modem that is connected to the destination node. Figure 3-24 is an example of remote users accessing a corporate network segment via a modem.
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FIGURE 4 Lyot lter: LCTF element. (Adapted from N. Gat, Proceedings SPIE, 4056, 50 64, 2000.)
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transaction A series of database operations that should be treated as a single atomic operation so either they all occur or none of them occur. Also see commit and rollback. Transact-SQL Microsoft s version of SQL used in SQL Server. See SQL.
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As suggested by Barakat (1969), we can use the concept of spatial ltering to treat the effect of the Ronchi ruling and thus, consider it as a itering mask in the Fourier transform plane xr yr . Then, if the observation plane x1 y1 is an image of the pupil plane x0 y0 , the amplitude in that plane will be given by G x1 ; y1 Z1Z 2p U xr ; yr M xr ; yr exp i xr x1 yr y1 lr & !' dxr dyr 9:47
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In the IBM, the effect of a solid surface is included by modifying the values at ghost points so that the ow in the domain interior feels the presence of the wall. This allows inclusion of mountains, buildings, and other complex shapes without wrapping or stretching the grid. The ghost cell IBM of Ref. [34] is similar to other immersed boundary methods, for example, the method of Fadlun et. al [18] and the shaved cell approach of Adcroft et. al [1]. We chose the ghost cell method because, for our purposes, it offered the most exibility and was straightforward to implement. The immersed boundary method is usually described as the addition of a force to the RHS of the momentum equations. The effect of the force is to prescribe the equivalent of a Dirichlet boundary condition on the solid immersed boundary. The desired velocity and pressure gradient boundary conditions can be applied directly without the need to solve the momentum equation at the boundary points. If the solid boundary happens to directly intersect Cartesian grid nodes, the scheme is equivalent to applying directly Dirichlet conditions at the grid node that intersects the boundary. With an arbitrary geometry, it is rare that grid points directly lie on the immersed boundary, so most boundary points are updated through interpolation (the details of which are in Ref. [34]). Figure 6.6a gives an example of how the interior and exterior points are designated for an arbitrary boundary shape. A linear or quadratic interpolation procedure is used to represent (approximately) the prescribed conditions on the true immersed boundary using nearby points. The method uses points on the inside and outside of the immersed boundary. Ghost points are de ned on the inside of the boundary and values at these points are assigned based on the nearest neighbor points just outside the boundary. Determination of ghost and nearest neighbor points is done automatically using the data computed through calls to geometry libraries (see Sections 6.3.2 and 6.3.3). As discussed in Ref. [34], instabilities can arise if the ghost point lies too close to the boundary. We circumvent this problem by simply assigning the point to the boundary (meaning the Dirichlet conditions are applied directly, with no interpolation) whenever the ghost point lies very close to the immersed boundary.
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These are anionic materials very similar to acid dyes but with higher molecular weight. They are applied to pure cellulosic substrates from neutral to weakly alkaline baths (pH 8) or to blends (e.g., polyester cotton) from weakly acidic baths (pH 6) by procedures typically similar to the following: Fill machine with water. Add dyeing auxiliary chemicals to batch dyeing machine. Add prepared substrate. Paste direct dye in cool water. Dissolve direct dye paste in hot water. Add predissolved direct dyes to machine. Adjust pH to 8 with soda ash. Heat to dyeing temperature (typically 1854 F). Add one fourth of the required salt; continue heating. Add one fourth salt; continue heating to 205 F. Add one half salt. Run at 205 F for 15 min. Cool to dyeing temperature (typically 185 F). Run 20 min for exhaust. Cool to 150 F, drop bath, and wash with cool water. Re ll machine with water; add xative. Wash as needed. These dyes require only about 2 20 g/L of salt, typically common salt or Glauber s salt. Dyebath exhaustion is typically 85% or better, if proper temperature and salt concentrations are used. Direct dyes bind to cellulose at nonspeci c dye sites on the surface of naturally occurring crystalline areas within the ber. The binding mechanism is hydrogen bonding or van der Waals forces. This provides for fairly weak binding (typically 2 kcal/mol). As a result, these dyes wash off during end use unless xatives are applied. These xatives may be of several types, typically resinous dicyandiamide crosslinking materials. Direct dyes typically have low aquatic toxicity and good solubility. A few direct dyes, notably turquoise and green dyes, contain metals (e.g., copper as a phthalocyanine complex).
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