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Straight systems

Straight systems are used for separation of hydrophilic compounds such as amino acids and sugars. The stationary phase is the water in the cellulose ( water-cellulose complex ), and the solvent is an aqueous and organic mixture such as phenol saturated with water, butanol/acetic acid/water (4 1 5 v/v), or ethyl acetate/ pyridine/water (12 5 4 v/v). [Pg.397]

Figure C2.12.7. Channel system of MFI (top) and MEL (bottom). The linear channels are interconnected by zigzag channels in ZSM-5 while exclusively straight miming channels are present in ZSM-11 - larger internal openings are present at the chaimel intersections - the arrows indicate the pathways for molecular transport tlirough the channel system. Figure C2.12.7. Channel system of MFI (top) and MEL (bottom). The linear channels are interconnected by zigzag channels in ZSM-5 while exclusively straight miming channels are present in ZSM-11 - larger internal openings are present at the chaimel intersections - the arrows indicate the pathways for molecular transport tlirough the channel system.
In what follows, we discuss the H2D system. For this purpose Eq. (186) is employed for which it is obtained that the straight line seam is defined for the following values of 9j and with constant p and 0 encircle the seam. The fact that 0j is no longer zero implies that not all the circles with constant p and 0 encircle the seam thus, circles for which 0 > 0s will encircle the seam and those with 0 < 9j will not. [Pg.702]

The first molecular dynamics simulation of a condensed phase system was performed by Alder and Wainwright in 1957 using a hard-sphere model [Alder and Wainwright 1957]. In this model, the spheres move at constant velocity in straight lines between collisions. All collisions are perfectly elastic and occur when the separation between the centres of... [Pg.367]

The mathematical requirements for unique determination of the two slopes mi and ni2 are satisfied by these two measurements, provided that the second equation is not a linear combination of the first. In practice, however, because of experimental error, this is a minimum requirement and may be expected to yield the least reliable solution set for the system, just as establishing the slope of a straight line through the origin by one experimental point may be expected to yield the least reliable slope, inferior in this respect to the slope obtained from 2, 3, or p experimental points. In univariate problems, accepted practice dictates that we... [Pg.80]

For a substantial number of systems the DR plot is indeed a good straight line. In Fig. 4.17, for example, the linearity of the plots extends over a very... [Pg.221]

One of the most effective ways to think about optimization is to visualize how a system s response changes when we increase or decrease the levels of one or more of its factors. A plot of the system s response as a function of the factor levels is called a response surface. The simplest response surface is for a system with only one factor. In this case the response surface is a straight or curved line in two dimensions. A calibration curve, such as that shown in Figure 14.1, is an example of a one-factor response surface in which the response (absorbance) is plotted on the y-axis versus the factor level (concentration of analyte) on the x-axis. Response surfaces can also be expressed mathematically. The response surface in Figure 14.1, for example, is... [Pg.667]

Earlier we noted that a response surface can be described mathematically by an equation relating the response to its factors. If a series of experiments is carried out in which we measure the response for several combinations of factor levels, then linear regression can be used to fit an equation describing the response surface to the data. The calculations for a linear regression when the system is first-order in one factor (a straight line) were described in Chapter 5. A complete mathematical treatment of linear regression for systems that are second-order or that contain more than one factor is beyond the scope of this text. Nevertheless, the computations for... [Pg.674]

It is worth noting that some of these methods are both an inlet system to the mass spectrometer and an ion source at the same time and are not used with conventional ion sources. Thus, with electrospray, the process of removing the liquid phase from the column eluant also produces ions of any emerging mixture components, and these are passed straight to the mass spectrometer analyzer no separate ion source is needed. The particle beam method is different in that the liquid phase is removed, and any residual mixture components are passed into a conventional ion source (often electron ionization). [Pg.263]

The system for shielded-metal arc welding, shown in Figure 2a, is the simplest system. It consists of the power source, electrode and holder, the base metal, and the electrical cables or leads. When the arc is stmck, a complete electrical circuit is provided. With d-c welding, the electrode maybe either negative (straight polarity) or positive (reverse polarity). Shielded metal arc welding is only used manually. [Pg.343]

Quench. Attempts have been made to model this nonisotherma1 process (32—35), but the complexity of the actual system makes quench design an art. Arrangements include straight-through, and outside-in and inside-out radial patterns (36). The optimum configuration depends on spinneret size, hole pattern, filament size, quench-chamber dimensions, take-up rate, and desired physical properties. Process continuity and final fiber properties are governed by the temperature profile and extension rate. [Pg.317]

Enough space must be available to properly service the flow meter and to install any straight lengths of upstream and downstream pipe recommended by the manufacturer for use with the meter. Close-coupled fittings such as elbows or reducers tend to distort the velocity profile and can cause errors in a manner similar to those introduced by laminar flow. The amount of straight pipe required depends on the flow meter type. For the typical case of an orifice plate, piping requirements are normally Hsted in terms of the P or orifice/pipe bore ratio as shown in Table 1 (1) (see Piping systems). [Pg.55]

The concepts behind the analysis are not difficult. The piping system is simply a stmcture composed of numerous straight and curved sections of pipe. Although, for straight pipe, elementary beam theory is sufficient for the solution of the problem, it is not adequate for curved pipe. However, by the iatroduction of a flexibiUty factor, to account for iacreased flexibiUty of curved pipe over straight pipe, and a stress intensification factor, /, to account for... [Pg.61]


See other pages where Straight systems is mentioned: [Pg.84]    [Pg.265]    [Pg.268]    [Pg.269]    [Pg.84]    [Pg.265]    [Pg.268]    [Pg.269]    [Pg.1066]    [Pg.620]    [Pg.1094]    [Pg.1425]    [Pg.1711]    [Pg.1780]    [Pg.2780]    [Pg.2780]    [Pg.3004]    [Pg.42]    [Pg.278]    [Pg.582]    [Pg.244]    [Pg.319]    [Pg.292]    [Pg.645]    [Pg.681]    [Pg.67]    [Pg.536]    [Pg.343]    [Pg.20]    [Pg.107]    [Pg.251]    [Pg.50]    [Pg.565]    [Pg.492]    [Pg.118]    [Pg.159]    [Pg.159]    [Pg.57]    [Pg.62]    [Pg.79]    [Pg.99]   
See also in sourсe #XX -- [ Pg.397 ]




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