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Noncontinuous processing

Burton-Cabrera-Frank (BCF) Model. The models discussed in the previous section all require two-dimensional nucleation events for a new layer to start. These models fail to account for observed crystal growth rates at low supersaturations and are unsatisfying in the sense that they make crystal growth a noncontinuous process with the formation of a critical size two-dimensional nucleus the rate-determining step. A basis for a model in which the steps are self-perpetrating was put forward by Frank (1949). Frank s idea was that dislocations in the crystal are the source of new steps and that a type of dislocation known as a screw dislocation could... [Pg.55]

Noncontinuous processes in continuous state-space occur when the condition (5.5) is not fulfilled. In this case we need more general equations than the Kolmogorov equations. The main point is that analogously to (5.6) and (5.7) the yth velocity of conditional moments Dj can be defined ... [Pg.98]

Outlook. Continuous-flow processes, eg, for composite pipe, are adequately controlled by continuous scanning. With the improvement of such systems as ir scanning and cineradiography and self-correcting loop-feedback controls, continuous processing machines will gain in scope. For noncontinuous processes. [Pg.1710]

Microcellular foams can be produced by noncontinuous processes such as a batch process [2, 12, 15, 16, 31, 32, 34, 35], continuous processes such as extrusion and injection molding [24,33,36,37], orby asemicontinuousprocess [38]. Since the semicontinuous process is not extensively used in the scientific community or in the industry, it will not be described in this chapter. Readers are encouraged to refer Ref. 38 for detailed information on this process. To date, microcellular foams have been produced in amorphous polymers [12, 31, 32, 34], semicrystalline polymers [35], and in elastomers [16]. Recently, MCF structures have also been produced in plastics filled with inorganic nanoparticles (montmorillonite) [39-43], as well as organic cellulosic fiber filled plastic composites [12, 31, 32, 34]. [Pg.277]

In reeling one main requirement is a large paper roll diameter, for two main reasons First to reduce paper loss. A certain loss at each reel is unavoidable, so less reels with larger diameters for the same production reduce the overall loss. Secondly, to allow one single winder to cope with the paper machine output This can be reached by reducing the nonproductive time for parent roll change in this noncontinuous process step. Today Jumbo rolls with diameters of up to 4.5 m are produced. [Pg.321]

BM can be divided into three major processing categories (1) extruded BM (EBM) with continuous or intermittent melt (called a parison) from an extruder and which principally uses an unsupported parison (Fig. 8-42), (2) injection BM (IBM) with noncontinuous... [Pg.485]

As discussed above, for capillary snap-off to operate as desired, the intended noncontinuous phase must be nonwetting, and the capillary number and capillary pressure must fall within certain limits. The fluid-fluid interfacial tension is the only parameter in the capillary number and capillary pressure that is subject to effective control by the process designer. Hence, the capillary number and pressure establish limits for acceptable values of this tension. [Pg.23]

However, when noncontinuous substrates are employed, the process could be run either by continuous operation or by batch operation, probably equally well, and the choice heavily depends on factors other than LCVD. The requirement for a continuous operation is that the total numbers of products must be large enough to justify a continuous operation for a year, for instance, and there is no sense in building a continuous reactor for processing only a few items. If the number, size, and shape of substrate to be handled changes, e.g., parts and components of machine or aircraft, the butch operation is mandatory choice. [Pg.239]

The continuous operation of noncontinuous substrates, e.g., contact lenses, video disks, microsensors, etc., is performed by placing a certain number of substrate in an evacuation/transfer chamber, in which the evacuation is carried out and samples are transferred to the adjacent sample holding chamber in vacuum. The evacuated sample holders are placed on a conveyer one by one and pass through glow discharge zones. The coated substrates follow the reverse process at the downstream end of a reactor to be taken out in the ambient environment. Thus, the substrate charge is done in butch mode, but the LCVD process is done continuously. [Pg.240]

Predictions of properties for itntnisdble polyblends is much more complicated. This is partly due to the effects of varying morphologies that might arise as a result of processing variables. Frequently, one polymer will form a continuous phase with the second being dispersed as a noncontinuous phase in the form of spheres, lamellae, fibrils, and so on. It is, however, the polymer in the continuous phase that largely determines the properties of the polyblend. [Pg.531]

The response behavior of the sensor could effectively be influenced by the choice of the posttreatment process. The presence of noncontinuous rising responses for some sensor types shows that there is not one single response mechanism. This is consistent with the results obtained with more conventional, electrodeposited chemoresistors [107b,109]. Possible interactions are interparticle interaction, swelling [107b,107c], and the modification of the particle resistance because of the partial charge transfer [110]. [Pg.1100]

The terminology is nonstandard, and in physical literature the Kramers-Mpyal expansion is given as a (nonsystematic) procedure to approximate discrete state-space processes by continuous processes. The point that we want to emphasise here is the clear fact that, even in the case of a continuous state-space, the process itself can be noncontinuous, when the Lindeberg condition is not fulfilled. The functions for the higher coefficients do not necessarily have to vanish. [Pg.98]

Figure 1.2 Some typical processes whose operation is noncontinuous. Figure 1.2 Some typical processes whose operation is noncontinuous.

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