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Irregularly shaped beads

Fig. 12 Microphotograph of an analyte concentrator fabricated with FAb antibody fragments immobilized to controlled-pore glass silica. The irregularly shaped beads were housed between two frit structures. The analyte concentrator device was connected to two separation capillaries by a Teflon sleeve. The plastic connector was glued to the separation capillaries by an epoxy resin. The entire fabrication process was monitored by an stereo microscope. (For details of experimental conditions, see Ref. 120.)... Fig. 12 Microphotograph of an analyte concentrator fabricated with FAb antibody fragments immobilized to controlled-pore glass silica. The irregularly shaped beads were housed between two frit structures. The analyte concentrator device was connected to two separation capillaries by a Teflon sleeve. The plastic connector was glued to the separation capillaries by an epoxy resin. The entire fabrication process was monitored by an stereo microscope. (For details of experimental conditions, see Ref. 120.)...
In ethanol In the absence of tin exhibits an emission maximum at 555 nm upon 366 nm excitation. Figures 3 and 4 show emission spectra of the Sn /flavonol complex on Irregularly shaped glass beads of 10-100 tm diameter, and of BuSn /flavonol accvmulated by Pseudomonas 244 cells respectively. The glass bead study serves as a model of tin adhesion to a small heterogeneous surface from which spectra can be directly obtained only by mlcrospectrofluorometrlc techniques. [Pg.89]

Since cross-linked polymers caruiot be re-formed or re-shaped it is necessary to synthesize them in the final physical form appropriate for each particular application. Particles in the size range 50-1000 pm are suitable for laboratory scale chemistry, while larger particles have advantages in large scale continuous processes. Irregularly shaped particles are susceptible to mechanical attrition and breakdown to fines , whereas the process of suspension polymerization [13] yields uniform spherical cross-linked polymer particles often referred to as beads, pearls or resins. These are much more mechanically robust and are widely exploited on both a small and large scale e. g. as the basis of ion exchange resins [14]. [Pg.2]

Figure 7 shows the effect of filler particle shape on the viscosity of filled polypropylene melts, containing glass beads and talc particles, of similar density, loading and particle size distribution. The greater viscosity of the talc-filled composition was attributed to increased contact and surface interaction between these irregularly shaped particles. [Pg.165]

A newer and less expensive alternative to the microchannel plate is the microsphere plate (MSP). As illustrated in Figure 3.6, this electron multiplier consists of glass beads with diameters from 20 to 100 pm that are sintered to form a thin plate with a thickness of 0.7 mm. This plate is porous with irregularly shaped channels between the planar faces. The surfaces of the beads are covered with an electron emissive material and the two sides of the plate are coated to make them conductive. The operating principle of this electron multiplier is similar to that of the microchannel plate. A potential difference of between 1.5 and 3.5 kV is applied across the plate, with the output side of the plate at the more positive potential. When particles hit the input side of the microsphere plate, they produce secondary electrons. These electrons are then accelerated by the electric field through the porous plate and collide with other beads. Secondary electron multiplication in the gaps occurs and finally a large number of secondary electrons are emitted from the output side of the plate. [Pg.180]

Effects of Solids Shape. The viscosities of emulsion-solids mixtures are compared when irregular-shaped silica sand and spherical glass beads are added separately to an oil emulsion. The results are shown in Figure 18 for different sizes of glass beads and silica sand for synthetic oil. [Pg.155]

Spherical beads possess better hydrodynamic and diffusion properties than irregularly shaped particles. It is, hence, desirable to apply MIPs in a spherical bead format, especially for flow-through applications. Methods to synthesize spherical polymer beads are often classified according to the initial state of the polymerization mixture (i) homogeneous (i.e. precipitation polymerization and dispersion polymerization) or (ii) heterogeneous (i.e. emulsion polymerization and suspension polymerization). In addition, several other techniques have been applied for the preparation of spherical MIP beads. The techniques of two-step swelling polymerization, core-shell polymerization, and synthesis of composite beads will be detailed here. [Pg.22]

Conventionally produced cellulose powders (microcrystalline cellulose) consist of irregularly shaped fibrous particles of limited use for column chromatography. Beaded cellulose is prepared by dissolution of cellulose powder in a suitable solvent, followed by droplet formation in a suspension medium, and subsequent solvent extraction or crosslinking. Cellulose triacetate and tricarbamate derivatives are useful as low-cost sorbents for the process-scale separation of enantiomers (section 10.4.2). [Pg.876]

The extent of extraneous deposits on the Marine specimens varies widely. Some areas are almost completely free of deposits, others have moderate amounts of deposits, and some areas are so heavily covered diat die fiber surface itself is not visible. Of die Marine Silks, 29049 and 33707 have die most deposits, and 29054 has fewer deposits. In comparison with the Historic Silks however, all Marine Silks have more deposits. These deposits appear very different from those observed on the Historic Silks. The first is a continuous pastelike deposit with small beaded structures less than 0.5 pm in diameter on its surface (Figure 5). These deposits are similar to those reported by Chen and Jakes 10) and Jakes and Wang (7) on cellulosic fibers from the SS Central America. Second, discrete cube shaped particles of varying size up to 1.5 pm in diameter that appear crystalline (Figure 6). Similar particles were found on cotton fibers from the same site 10). Third, irregular shaped discrete particles approximately 2 to 2.5 pm in diameter were observed occasionally. Table II summarizes the elemental composition of the cube shaped discrete deposits, irregular shaped deposits, and continuous pastelike encrustations observed on the marine fibers. [Pg.137]

Kao and Hwang (1979) observed that the critical slope for glass beads and for sand occurred at 23°(42% slope) from the horizontal. For other substances such as coal and walnut shells, the Initial motion appeared to occur at the interface between the particle bed and the pipe wall. This suggested that the internal friction between irregularly shaped coarse particles was higher than the friction at the wall of the pipe. [Pg.221]

For this reason, rather irregular, porous beads are desired. The shapes of the resin spheres have been variously described as shrunken orange, popcorn, or modified popcorn with dull, spongy surfaces [85]. [Pg.378]

Figure 3.4. The operative aperture size in a sieve can be measured by examining powder grains which have been trapped in the apertures, a) Comparison of the aperture size distribution of a sieve as determined ftom direct examination of the sieve surface, trapped spherical glass beads, and trapped irregularly shaped sand grains, b) Profiles of typical sand grains trapped in the sieve mesh, c) Length and width distributions of two sets of 100 sand grains trapped in the mesh of the sieve, d) Shape distribution of the sand grains of (c). Figure 3.4. The operative aperture size in a sieve can be measured by examining powder grains which have been trapped in the apertures, a) Comparison of the aperture size distribution of a sieve as determined ftom direct examination of the sieve surface, trapped spherical glass beads, and trapped irregularly shaped sand grains, b) Profiles of typical sand grains trapped in the sieve mesh, c) Length and width distributions of two sets of 100 sand grains trapped in the mesh of the sieve, d) Shape distribution of the sand grains of (c).

See other pages where Irregularly shaped beads is mentioned: [Pg.142]    [Pg.275]    [Pg.8]    [Pg.44]    [Pg.107]    [Pg.32]    [Pg.346]    [Pg.59]    [Pg.534]    [Pg.71]    [Pg.377]    [Pg.680]    [Pg.157]    [Pg.157]    [Pg.2586]    [Pg.67]    [Pg.562]    [Pg.22]    [Pg.34]    [Pg.142]    [Pg.140]    [Pg.454]    [Pg.128]    [Pg.134]    [Pg.605]    [Pg.10]    [Pg.108]    [Pg.784]    [Pg.53]    [Pg.65]    [Pg.134]    [Pg.206]    [Pg.108]    [Pg.4926]    [Pg.474]    [Pg.254]    [Pg.282]    [Pg.331]   
See also in sourсe #XX -- [ Pg.33 ]




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