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Diameter of the surface

Concentricity Term to describe two circles or cylindrical shapes having a common center and common axis, such as the inside or outside diameters of a barrel or outside diameters of the surface and bearing surfaces of a screw. Deviation from concentricity is referred to as runout. Also refers to the relationship of all inside dimensions to all outside dimensions usually expressed in thousands of inch or millimeter FIM (full indicator movement). Deviation from concentricity is usually referred to as a runout. The concentricity should allow for the maximum part tolerance. The geometry of the part should help indicate the tolerance applied. [Pg.633]

The specific surface area also represents a mean of the pigment particle size distribution. It can be used to calculate the mean diameter of the surface distribution. Care must be taken that the effect of the internal surface area is taken into account. If the product has an internal surface area which cannot be neglected in comparison to the external surface area, then the measured specific surface area no longer gives a true measure of the mean diameter. This applies, for instance, to aftertreated pigments because the treatment material is often very porous. [Pg.14]

Solution of the problem for spherical growth of a single particle is simple. Let the rate of heat loss for a sphere be given by its steady-state conduction. If the diameter of the surface is d2 and that of the seed d, and the temperatures T% and Th respectively, then... [Pg.249]

Figure 19. The dependence of average diameters of the surface holes, D (open circles), number of regular holes per square millimeter surface area of copper electrodes (open triangles) and number of irregular holes per square millimeter surface area of copper electrodes (inverted traingles) on electrolysis times. (Reprinted from Ref. 18 with permission from Springer). Figure 19. The dependence of average diameters of the surface holes, D (open circles), number of regular holes per square millimeter surface area of copper electrodes (open triangles) and number of irregular holes per square millimeter surface area of copper electrodes (inverted traingles) on electrolysis times. (Reprinted from Ref. 18 with permission from Springer).
Now compute the fluid flow lengths on each side (see Fig. 17.54) from the definition of the hydraulic diameter of the surface employed on each side. [Pg.1345]

Conformational changes are expected to affect density (packing) and chain dynamics (mobility) such that surface/interface properties vary from that of the bulk glass. The surface effects are evident only within several chain segment diameters of the surface/interface 63), Chapter 6, by Haralampus et al., presents experimental and theoretical results on the effect of confinement on Tg. [Pg.14]

W is the adsorption Vm is the liquid molar volume pf is the fluid density in occupied pores pni is the density of the multilayered adsorbate in pores is the radius of pores occupied at the pressure p Oss is the collision diameter of the surface atoms... [Pg.930]

Negative adsorption is a rather contradictory term referring to the phenomenon by which, in a suspension of the adsorbent in a solution, one component is more highly concentrated and the other less concentrated within one or tv/o molecular diameters of the surface than in the bulk liquid. Thus, for example, in a suspension... [Pg.477]

Fig. 4.11 The dependences of the average diameter of the surface holes, D, (square) and the number of holes per mm surface area of the copper electrode (circle) on the pause to pulse ratio (Reprinted from [36] with permission from Elsevier.)... Fig. 4.11 The dependences of the average diameter of the surface holes, D, (square) and the number of holes per mm surface area of the copper electrode (circle) on the pause to pulse ratio (Reprinted from [36] with permission from Elsevier.)...
The surface stmctures (irregularities) on the chip surface were approximated by a spheroid ellipsoid, and the chip surface area was calculated using the formula (2), where f is the area of the AFM-analyzed region h is surface stmcture height d is the diameter of the surface stmcture base N is the nmnber of smface stmctures in the region analyzed. [Pg.69]

Here is the diameter of the surface equivalent circle, p(li2 -hi) is the difference in density between two fluids, /is the interfacial tension, X = jQii - hi) is the line tension, and rjs is the surface viscosity of the film. [Pg.140]

The activated carbon (AC) reveals EDL capacitor. The capacitance of AC-based supercapacitors is dependent on specific conductivity, surface area, and porosity of the electrode. The porosity of the electrode material is estimated by Bmnauer— Emmet-Teller (BET) [34]. The porosity in the material has been understood by measuring the diameters of the surface pores of the material. The diameter of microparticles has been categorized as less than 2 nm whereas meso lies between 2 and 50 nm and macropores are greater than 50 nm. The capacitance varies depending on the size of the ions interacting with the surfaces as shown in the Fig. 5. [Pg.171]

Figure 11.4 The flux distribution of atoms emitted by an effusion eell as a function of the depth in the cell of the evaporant surface relative to the diameter of the surface. [1]. Reprinted from Prog. Crystal Growth and Characterization, Vol 2, Luscher, P.E. and Collins, D.M. Design considerations for molecular beam epitaxy systems , pp 15-32, Copyright 1979, with permission from Elsevier. Figure 11.4 The flux distribution of atoms emitted by an effusion eell as a function of the depth in the cell of the evaporant surface relative to the diameter of the surface. [1]. Reprinted from Prog. Crystal Growth and Characterization, Vol 2, Luscher, P.E. and Collins, D.M. Design considerations for molecular beam epitaxy systems , pp 15-32, Copyright 1979, with permission from Elsevier.

See other pages where Diameter of the surface is mentioned: [Pg.139]    [Pg.250]    [Pg.219]    [Pg.311]    [Pg.20]    [Pg.91]    [Pg.62]    [Pg.247]    [Pg.600]    [Pg.169]    [Pg.46]    [Pg.1022]    [Pg.23]    [Pg.308]    [Pg.20]    [Pg.21]    [Pg.64]   
See also in sourсe #XX -- [ Pg.64 , Pg.65 ]




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Surface diameter

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