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Shell separation

To reduce catalyst losses even further, additional separation equipment external to the regenerator can be installed. Such equipment includes third-stage cyclones, electrostatic precipitators, and more recentiy the Shell multitube separator, which is Hcensed by the Shell Oil Co., UOP, and the M. W. Kellogg Co. The Shell separator removes an additional 70—80% of the catalyst fines leaving the first two cyclones. Such a third-stage separator essentially removes from the due gas stream all particles greater than 10 p.m (36). [Pg.214]

In order to restria attention to a smgle shell of scatterers, one selects a limited range of the R-space data for back-transformation to k-space, as illustrated m Figure 3B,C. In Ae ideA case, this procedure allows one to anAyze each shell separately, AAough in practice many shells cannot be adequately separated by Fourier tering (9). [Pg.32]

The interaction energy between two dissimilar shells separated by R, having outer radius a and thicknesses d (Fig. 19.7), can be calculated by... [Pg.407]

Nut and Kernel Treatment. This treatment covers four distinct operations (1) nut conditioning, (2) nut cracking, (3) kernel and shell separation, and (4) kernel drying. [Pg.996]

Kernel and Shell Separation. This is normally achieved in two operations. First, a winnowing system is used to remove the small pieces of shell and dirt followed by hydrocyclones or claybaths. [Pg.996]

A mechanism may be written for the reaction similar to the ones just described if we suppose that the driving force for the rearrangement is indeed a nitrogen atom with only six electrons in its valence shell. Separation of a nitrogen molecule from the azide (LXXII) leaves the electronically deficient nitrogen atom shown in (LXXIII). Interchange of the alkyl group and the electron deficiency leaves the completely polarized form of an isocyanate (LXXIV). [Pg.64]

If one adds up the pair-correlation energies calculated for the K and L shells separately, one gets about 1% more correlation energy than if one had correctly calculated the expectation value of an APG function. [Pg.61]

Figure 1. Experimental setup of the closed extrusion process for preparing GRIN polymer fibers. A and B, material supply tanks C and D, gear pumps E, a concentric die F, an enclosed zone G, (a) without core-shell separation die, (b) with core-shell separation die H, a hardening zone I, rolls. Figure 1. Experimental setup of the closed extrusion process for preparing GRIN polymer fibers. A and B, material supply tanks C and D, gear pumps E, a concentric die F, an enclosed zone G, (a) without core-shell separation die, (b) with core-shell separation die H, a hardening zone I, rolls.
Polymer fibers prepared by the extrusion process without a core-shell separation die design. [Pg.74]

Gradient-index polymer fibers with a quadratic distribution of the refractive index were successfully prepared by a closed extrusion process. The die geometry and the length of the diffusion zone showed significant effects on the refractive index distributions of the polymer fibers. The non-quadratic refractive index portion of polymer fiber I was removed by a core-shell separation die design. The refractive... [Pg.76]

Figure 3. Relationships between An with (r/Rp) and (r/Rp) for the polymer fiber III prepared from the extrusion process with a core-shell separation die design. The temperature of the diffusion zone was 90 C. Figure 3. Relationships between An with (r/Rp) and (r/Rp) for the polymer fiber III prepared from the extrusion process with a core-shell separation die design. The temperature of the diffusion zone was 90 C.

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See also in sourсe #XX -- [ Pg.388 , Pg.392 ]




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