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Particles sliding

These equations form a fourth-order system of differential equations which cannot be solved analytically in almost all interesting nonseparable cases. Further, according to these equations, the particle slides from the hump of the upside-down potential — V(Q) (see fig. 24), and, unless the initial conditions are specially chosen, it exercises an infinite aperiodic motion. In other words, the instanton trajectory with the required periodic boundary conditions,... [Pg.60]

An intrinsic reaction coordinate (IRC) is concerned with travel along the reaction path it can be defined by the path taken by a classical particle sliding from a saddle point down to a minimum. [Pg.234]

However, in most practical situations, both the particles and the applied coating material abrade as particles slide past each other, and a compromise between long processing times and excessive attrition must be made. [Pg.364]

Lamella settlers are gravity settlers that use a large number of inclined flat plates, closely packed, so that the distance between the plates is small. The gravitational action makes the cells move in the direction of the lower surface of the individual separating space between two plates. Once settled, the particles slide down in a layer towards the plate periphery and then into the sludge hopper. For the same required sedimentation area, lamella settlers are much more compact than vertical ones. Theoretically, their total sedimentation area is the sum of the horizontally projected areas of all plates. In practice, however, only 50% of this total area is effective [137]. The main problem with inclined settlers is that the cells tend to adhere to the plates. Special coating of the plate surface and vibration of the whole lamella pack may alleviate this problem. [Pg.144]

Air classification is perhaps the simplest fly ash processing option and is normally employed to improve the fineness of the ash (i.e., remove coarse particles). A typical cyclone classifier uses centrifugal force to separate fine particles from an air stream. The particles enter tangentially into a cylindrical chamber dispersed in an air stream and centrifugal force forces the coarser particles to the wall of the cylinder while the air stream and finer particles spiral to an inner vortex. The air exits from the inner core via an outlet port while the particles slide down the chamber walls and exit the bottom. [Pg.255]

The final density of the compact is less than the maximum packing fraction of the particles, PF ax [cf. Eqs. (4.8) and (4.67)], due to frictional forces at particle contacts that retard particle sliding The effectiveness of the compaction process is quantified... [Pg.714]

Without losing generality, in this section we only consider case (3), where the pipe bend is located in the vertical plane with a vertical gas-solid suspension flow at the inlet, as shown in Fig. 11.10. It is assumed that the carried mass and the Basset force are neglected. In addition, the particles slide along the outer surface of the bend by centrifugal force and by the inertia effect of particles. The rebounding effect due to particle collisions with the wall is neglected. [Pg.481]

Abrasive wear occurs when asperities of a rough, hard surface or hard particles slide on a softer surface, and damage the interface by plastic deformation or fracture in the case of ductile and brittle materials, respectively. In many cases, the wear mechanism at the start is adhesive, which generates wear particles that get trapped at the interface, resulting in three-body abrasive wear. In most abrasive wear situations, scratching is observed with a series of grooves parallel to the direction of sliding.75... [Pg.395]

With higher forces the friction between particles is overcome and the particles slide with respect to one another. This behavior is referred to as a plastic body deformation. The start of this particle movement... [Pg.590]

The particles will undergo rearrangement to form a less porous structure. This will take place at very low forces, the particles sliding past each other. This stage will usually be associated with some fragmentation, as the rough surfaces move relatively to one another and asperities are abraded away. [Pg.3664]

The wall friction test is crucial in determining whether a given bin will discharge in mass flow or funnel flow. Used in a continuum model developed by Jenike (1), wall friction (caused by particles sliding along a surface) is expressed as the wall friction angle ( ) or... [Pg.102]

Although elasticity is found to make the dominant contribution to the stress for these soft particle glasses, viscous interactions also play a role, as evidenced by the importance of the solvent viscosity rjs in the rescaling used to collapse the experimental and simulation data in Figs. 17 and 19. It was originally speculated that the elastohydrodynamic interactions between compressed particles sliding by... [Pg.156]

There s another way to visualize the dynamics of the first-order system x = /(x), based on the physical idea of potential energy. We picture a particle sliding down the walls of a potential well, where the potential V(x) is defined by... [Pg.30]

The DAL affects all microprocesses of flotation. The initial conditions of sliding are determined by the collision process. The DAL effects the collision process and also influences particle sliding. [Pg.459]

It has been shown (Adler et al. 1990) from a rigorous asymptotic, lubrication-theory analysis that lubrication concepts cannot lead to a singular behavior of the viscosity of a spatially periodic suspension in which layers of particles slide past one another. This means that the use of Eq. (9.3.8), for example, which employs lubrication concepts to characterize suspension viscosity is limited to suspensions where particle layering does not take place, for example, where the microstructure is random. [Pg.279]

Although the location of the transition state is independent of the nuclear coordinates used as the variables in U qa), one finds that the location of the minimum-energy path depends on the choice of coordinates used. (For example, for H2O, one possible choice is the O-H, and O-H2 distances and the HOH angle, and another choice is the O-Hi, O-H2, and H1-H2 distances.) The minimum-energy path (MEP) usually used is the intrinsic reaction coordinate (IRC), which is defined as the path that would be taken by a classical particle sliding downhill with infinitesimal velocity from the transition state to each of the minima [see Schlegel, Adv. Chem. Phys., 67,250 (1987)] the IRC turns out to correspond to the minimum-energy path (the path of... [Pg.615]

This correlation is also valid for jet wear, in which material is removed by impacting and/or plowing particles in a carrier gas. Because of the large number of forms that occur in practice, it is necessary to distinguish between the sliding jet, in which the particle slides over the surface of the work piece, and the impact jet, in which the particle strikes perpendicularly, and therefore all intermediate forms of the jet (0° a< 90°) are called inclined jets. [Pg.521]


See other pages where Particles sliding is mentioned: [Pg.256]    [Pg.259]    [Pg.303]    [Pg.700]    [Pg.112]    [Pg.146]    [Pg.441]    [Pg.442]    [Pg.97]    [Pg.148]    [Pg.56]    [Pg.124]    [Pg.667]    [Pg.130]    [Pg.543]    [Pg.377]    [Pg.70]    [Pg.361]    [Pg.155]    [Pg.936]    [Pg.452]    [Pg.453]    [Pg.908]    [Pg.116]    [Pg.387]    [Pg.121]    [Pg.223]    [Pg.219]    [Pg.576]   
See also in sourсe #XX -- [ Pg.79 ]

See also in sourсe #XX -- [ Pg.79 ]




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