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Rate of compaction

Elastic deformation is a reversible process, whereby, if the applied load is released before the elastic yield value is reached, the particles will return to their original state. Plastic deformation and brittle fragmentation are non-reversible processes that occur as the force on the particles is increased beyond the elastic yield value of the materials. Brittle fragmentation describes the process where, as the force is increased, particles fracture into smaller particles, exposing new, clean surfaces at which bonding can occur. For plastically deforming materials, when the force is removed, the material stays deformed and does not return to its original state. Plastic materials are also known as time-dependent materials because they are sensitive to the rate of compaction. We can also speak of viscoelastic-type materials which stay deformed when the force is removed, but will expand slowly over time. [Pg.375]

The powder is preformed to a void-free condition during the preforming stage and, as such, is moved through the die tube. The process maintains pressure on the molten PTFE in the sintering zone to coalesce the resin particles. The rate of compaction has to be slow enough to allow the air mixed with the resin to escape. [Pg.67]

Anhydrous dibasic calcium phosphate is used both as an excipient and as a source of calcium in nutritional supplements. It is used particularly in the nutritional/health food sectors. It is also used in pharmaceutical products because of its compaction properties, and the good flow properties of the coarse-grade material.The predominant deformation mechanism of anhydrous dibasic calcium phosphate coarse-grade is brittle fracture and this reduces the strain-rate sensitivity of the material, thus allowing easier transition from the laboratory to production scale. However, unlike the dihydrate, anhydrous dibasic calcium phosphate when compacted at higher pressures can exhibit lamination and capping. This phenomenon can be observed when the material represents a substantial proportion of the formulation and is exacerbated by the use of deep concave tooling. This phenomenon also appears to be independent of rate of compaction. [Pg.93]

In Section 6.3.2 it was mentioned that several problems must be resolved if laundry detergents are tabletted and three specific areas were listed [B.102]. Two have to do with the fact that the dissolution rate of compacted material is low and that, to arrive at acceptable performance, disintegrants have to be added that assist in the break-up during application. [Pg.1422]

A realistic prediction of the permeability distribution in three dimensions in sedimentary basins seems impossible given the wide ranges of values for different types of sediments and the heterogeneities of the basins. Pore pressures and fluid fluxes in three dimensions can not be modelled reliably. When the fracture pressure is reached at high overpressure, the fluid flow becomes decoupled from the permeability of the rock matrix and is mostly a function of the permeability of very thin hydrofractures. The permeability is then coupled to the fracture spacing and width which again is a function of the fluid flux and the rate of compaction. [Pg.706]

The burn rate of compacted Black Powder is about 0.5 cm/s. However, granular Black Powder burns at about 60 cm/s in the open [Urbanski] or at about 1000 cm/s if confined as above [Kosanke]. [Pg.132]

Wagner s theory of oxidation provides a quantitative description of the growth rate of compact oxide layers as a function of the difference in electrochemical potential between the metal-oxide and the oxide-gas interfaces. The following analysis uses concepts developed in Section 4.3 for aqueous electrolytes. This simplifies the theoretical developments proposed by Wagner [4], while yielding the same results. [Pg.379]

A change in the properties of the suspension, in particular the turbidity of the water flow [27], and also the rheology of cohesive dispersed systems, are due to forces of autohesion. However, other still insufficiently understood factors also affect these processes. Hence, Kurgaev s attempt to associate autohesion with the rate of compaction of the residues of certain suspensions cannot be considered successful or his calculations of the forces of autohesion reliable [29]. [Pg.15]

Of course, the deformation of granular materials is typically rate dependent. In this case, a family of curves collected at different compaction rates may be necessary to folly characterize a given material over of range of conditions. In the case of very fast rates of compaction, the test apparatus may impose limitations, either via physical control of the compaction cycle, or by the rate of data collection. On the other hand, the method is typically well suited to lower compaction speeds of the magnitude of 0.1 to 1 mm/s. [Pg.118]

The shearing action must have a significant effect on the rate of compaction this was explored by applying a shear at different levels of static pressure. For the higher pressure levels, the Sieglaff-McKelvey capillary rheometer was used. For the lower pressure levels, the Rheometrics mechanical spectrometer was used. As will be shown next, the capillary experiments were not successful, but the work with both instruments will be described. [Pg.63]


See other pages where Rate of compaction is mentioned: [Pg.315]    [Pg.895]    [Pg.138]    [Pg.3171]    [Pg.497]    [Pg.102]    [Pg.2346]    [Pg.275]    [Pg.299]    [Pg.2329]    [Pg.896]    [Pg.699]    [Pg.704]    [Pg.704]    [Pg.733]    [Pg.734]    [Pg.166]    [Pg.104]    [Pg.178]    [Pg.644]    [Pg.150]    [Pg.52]    [Pg.52]   
See also in sourсe #XX -- [ Pg.52 ]




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