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Spheroidization

Four volumetric defects are also included a spherical cavity, a sphere of a different material, a spheroidal cavity and a cylinderical cavity (a side-drilled hole). Except for the spheroid, the scattering problems are solved exactly by separation-of-variables. The spheroid (a cigar- or oblate-shaped defect) is solved by the null field approach and this limits the radio between the two axes to be smaller than five. [Pg.158]

The most conunon choice for a reference system is one with hard cores (e.g. hard spheres or hard spheroidal particles) whose equilibrium properties are necessarily independent of temperature. Although exact results are lacking in tluee dimensions, excellent approximations for the free energy and pair correlation fiinctions of hard spheres are now available to make the calculations feasible. [Pg.503]

Fladdon R C, Brus L E and Raghavaohari K 1986 Rehybridization and n-orbital alignment the key to the existenoe of spheroidal oarbon olusters Chem. Rhys. Lett. 131 165... [Pg.2426]

Resolution at tire atomic level of surfactant packing in micelles is difficult to obtain experimentally. This difficulty is based on tire fundamentally amoriDhous packing tliat is obtained as a result of tire surfactants being driven into a spheroidal assembly in order to minimize surface or interfacial free energy. It is also based upon tire dynamical nature of micelles and tire fact tliat tliey have relatively short lifetimes, often of tire order of microseconds to milliseconds, and tliat individual surfactant monomers are coming and going at relatively rapid rates. [Pg.2587]

This inequality indicates the amphiphile adopts a shape essentially equivalent to that of a cone with basal area <3. Such cones self-assemble to fonn spheroidal micelles in solution or spheroidal hemimicelles on surfaces (see section C2.3.15). Single-chain surfactants with bulky headgroups, such as SDS, typify surfactants in this category. [Pg.2588]

Surfactants having an inverted tnmcated cone shape yield inverted spheroidal micelles. Many double-chain surfactants such as AOT fonn such inverted micellar stmctures. These kinds of surfactant also fonn inverted anisotropic liquid crystalline phases. [Pg.2589]

Figure C2.3.15. Hemimicelle stmctures (a) monolayer type hemimicelle (b) spheroidal, globular hemimicelle. Figure C2.3.15. Hemimicelle stmctures (a) monolayer type hemimicelle (b) spheroidal, globular hemimicelle.
As pointed out earlier (Section 3.5), certain shapes of hysteresis loops are associated with specific pore structures. Thus, type HI loops are often obtained with agglomerates or compacts of spheroidal particles of fairly uniform size and array. Some corpuscular systems (e.g. certain silica gels) tend to give H2 loops, but in these cases the distribution of pore size and shape is not well defined. Types H3 and H4 have been obtained with adsorbents having slit-shaped pores or plate-like particles (in the case of H3). The Type I isotherm character associated with H4 is, of course, indicative of microporosity. [Pg.287]

Fig. 5. Cross section of blood-clogged hemofiltration acryUc hoUow-fiber membrane. The spheroids are red blood ceUs. Courtesy of I. Cabasso. Fig. 5. Cross section of blood-clogged hemofiltration acryUc hoUow-fiber membrane. The spheroids are red blood ceUs. Courtesy of I. Cabasso.
StUl another ore preparation is the nodulizing process where the ore is heated in a rotary kiln to incipient fusion. The tumbling action in the kiln causes the phosphate ore to cohere and form spheroidal agglomerates. Combustion of carbon monoxide from the furnaces is used along with supplemental fuel to supply heat to 1300—1500°C. A boring bar is used near the kiln discharge to aid in breaking up the fused ore. The material is then cooled, cmshed, and screened to the appropriate size for furnace feed. [Pg.350]

Magnesium ferrosihcon alloys react vigorously when added to molten iron. As the magnesium vaporizes and cools, it reacts with residual surface tension modifiers such as sulfur and oxygen and greatly increases the surface tension of the molten iron. The dissolved graphite in the molten iron nucleates and grows into a spheroidal shape because of the increased surface tension of the molten iron. [Pg.540]

Small micelles in dilute solution close to the CMC are generally beheved to be spherical. Under other conditions, micellar materials can assume stmctures such as oblate and prolate spheroids, vesicles (double layers), rods, and lamellae (36,37). AH of these stmctures have been demonstrated under certain conditions, and a single surfactant can assume a number of stmctures, depending on surfactant, salt concentration, and temperature. In mixed surfactant solutions, micelles of each species may coexist, but usually mixed micelles are formed. Anionic-nonionic mixtures are of technical importance and their properties have been studied (38,39). [Pg.237]

Tellurium also improves the properties of electrical steels by aiding in the magnetic anisotropy, malleable cast iron (77), and spheroidal (graphitic) cast irons (see also Metal surface TiiEATiffiNTs). [Pg.392]

Nocardia rugosa Propionibacterium arabinosum Propionibacteriumfreudenreichii Propionibacterium pentosaceum Propionibacterium peterssoni Propionibacterium shermanii Propionibacterium technicum Propionibacterium vannielli Protaminobacter ruber Pseudomonas denitrificans Bhi bium meliloti Bhodopseudomonas capsulata Bhodopseudomonas spheroides Strigomonas oncopelti Streptomyces aureofaciens Streptomyces griseus Streptomyces olivaceus... [Pg.121]

ABS plastic, a polymer consisting of polybutadiene spheroids is dispersed in a continuous phase of poly(styrene—acrylonitrile). The chromic acid attacks the polybutadiene at a much higher rate than the continuous phase. This gives an excellent microroughened surface with superior metal-to-plastic bond strength. A typical recommended formulation consists of 20 vol % sulfuric acid, 420 g/L chromic acid, and 0.1—1.0% of a fluorocarbon wetting agent. The plastic is treated with this formulation for 6—10 min at 60—65°C. [Pg.110]

Prolate Spheroid (formed by rotating an ellipse about its major... [Pg.429]


See other pages where Spheroidization is mentioned: [Pg.156]    [Pg.158]    [Pg.32]    [Pg.509]    [Pg.2585]    [Pg.2587]    [Pg.2588]    [Pg.2589]    [Pg.2595]    [Pg.2601]    [Pg.2602]    [Pg.2987]    [Pg.178]    [Pg.205]    [Pg.96]    [Pg.372]    [Pg.176]    [Pg.422]    [Pg.28]    [Pg.180]    [Pg.367]    [Pg.344]    [Pg.540]    [Pg.541]    [Pg.392]    [Pg.393]    [Pg.393]    [Pg.392]    [Pg.62]    [Pg.324]    [Pg.430]    [Pg.230]    [Pg.91]    [Pg.196]   
See also in sourсe #XX -- [ Pg.183 ]

See also in sourсe #XX -- [ Pg.112 ]

See also in sourсe #XX -- [ Pg.740 ]

See also in sourсe #XX -- [ Pg.196 ]

See also in sourсe #XX -- [ Pg.441 , Pg.937 ]




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Alumina spheroids

Attraction Field of the Spheroid

Boron, spheroids

Constitutive relations for spheroids

Drag ratio spheroids

Ellipsoids and spheroids

Enhancement Factors for Prolate Spheroidal Geometry

Fullerene-spheroid chirality

Fused spheroids

Galaxies dwarf spheroidal

Graphite spheroidal

Graphite spheroids

Heme and Bacteriochlorophyll (BCHL) Synthesis in Rhodopseudomonas spheroides

Hydrides spheroids

Hydrogen, confined prolate spheroid

INDEX spheroidal

Models for Spheroid Design

Molybdenum, spheroids

Multicell spheroid tumor

Multicellular spheroids

Nearly spherical spheroidal particle

Nitrocellulose spheroidal

Oblate Spheroidal Coordinates

Oblate spheroid

Oblate spheroid coordinates

Oblate spheroid with very small eccentricity

Oblate spheroids transfer

Particles spheroids

Potential caused by masses of a homogeneous spheroid

Prolate spheroid, coordinates

Prolate spheroid, hydrogen confinement

Prolate spheroid, uniform flow

Prolate spheroidal coordinates

Prolate spheroidal coordinates angle

Prolate spheroidal wave function

Prolate spheroids

Prolate spheroids transfer

Properties of the Mg Branch in Rhodopseudomonas spheroides

Relationship between density, angular velocity, and spheroid eccentricity

Rhodobacter spheroides

Rhodopseudomonas spheroides

Rhodopseudomonas spheroids

Rotation coefficients spheroid

Silica, spheroids

Solidification and Spheroidization

Sphere and spheroids

Spherical/spheroid particles

Spherical/spheroid particles particle size

Spheroid Design

Spheroid eccentricity

Spheroid joint

Spheroid molecules

Spheroid nodules

Spheroidal

Spheroidal

Spheroidal approximation, macromolecules

Spheroidal approximation, macromolecules solution

Spheroidal cavities

Spheroidal coal

Spheroidal coordinates

Spheroidal cryptand

Spheroidal modulus

Spheroidal molecule

Spheroidal pigments

Spheroidal probability distribution

Spheroidal quadrupole

Spheroidal quantum numbers

Spheroidal state

Spheroidal structures

Spheroidal wave function

Spheroidal-graphite cast iron

Spheroides rubripes

Spheroidization mechanism

Spheroidization/lubrication

Spheroidized purified natural

Spheroidized purified natural graphite

Spheroids

Spheroids

Spheroids and Disks

Spheroids calculated

Spheroids definition

Spheroids extinction

Spheroids measured

Spheroids surface modes

Spheroids transfer

Spheroids worked example

Spheroids, conduction

Spheroids, dynamics

Streptomyces spheroides [Novobiocin

Stresses for Suspensions of Spheroids

Subunits for Spheroid Design and Self-Assembly

Suspensions of spheroids

The Electromagnetic Enhancement for a Prolate Metal Spheroid

The Spheroidal H Atom

Transformation between spheroidal

Tumor spheroid

Uniform Flow past a Prolate Spheroid

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