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Shrink

This product, given the abbreviation FOD (fuel-oil domestique) in France, still held a considerable market share there of 17 Mt in 1993. However, since 1973 when its consumption reached 37 Mt, FOD has seen its demand shrink gradually owing to development of nuclear energy and electric heating. FOD also faces strong competition with natural gas. Nevertheless, its presence in the French, European and worldwide petroleum balance will still be strong beyond tbe year 2000. [Pg.233]

As solution gas is liberated, the oil shrinks. A particularly important relationship exists between the volume of oil at a given pressure and temperature and the volume of the oil at stock tank conditions. This is the oil formation volume factor (B, measured in rb/stb or rm /stm ). [Pg.110]

Radioscopy image External shrink hole, SO -angle Fig. 8 Defect segmentation... [Pg.14]

The preceding conclusion is easily verified experimentally by arranging two bubbles with a common air connection, as illustrated in Fig. II-2. The arrangement is unstable, and the smaller of the two bubbles will shrink while the other enlarges. Note, however, that the smaller bubble does not shrink indefinitely once its radius equals that of the tube, its radius of curvature will increase as it continues to shrink until the final stage, where mechanical equilibrium is satisfied, and the two radii of curvature are equal as shown by the dotted lines. [Pg.5]

The examples discussed in tliis chapter show a strong synergy between fundamental physical chemistry and device processing metliods. This is expected only to become richer as shrinking dimensions place ever more stringent demands on process reliability. Selecting key aspects of processes for fundamental study in simpler environments will not only enable finer control over processes, but also enable more sophisticated simulations tliat will reduce tire cost and time required for process optimization. [Pg.2939]

Because of tire underlying dissipative nature of tire chemical systems tliat tire ODEs (C3.6.2) represent, tliey have anotlier important property any volume in F will shrink as it evolves. For a given set of initial chemical concentrations tire time evolution under tire chemical rate law will approach arbitrarily close to some final set of points in... [Pg.3055]

The Stedman-type column is shown in Fig. 11, 56, 25. The characteristic features are (i) the use of a fine stainless steel wire cloth formed into conical discs, and (ii) an accurately fitting Pyrex glass jacket, produced by shrinking Pyrex glass on mandrels to the required inside dimensions. Modifications incorporating a silvered vacuum jacket and an electrically-heated jacket are marketed. This column is said to possess high efficiency but is expensive. It is generally employed in conjunction with a total-condensation variable take-off still head. [Pg.219]

Properties transparent molding low-shrink copolymer mineral-filled reinforced unfilled... [Pg.1046]

The nebulization concept has been known for many years and is commonly used in hair and paint spays and similar devices. Greater control is needed to introduce a sample to an ICP instrument. For example, if the highest sensitivities of detection are to be maintained, most of the sample solution should enter the flame and not be lost beforehand. The range of droplet sizes should be as small as possible, preferably on the order of a few micrometers in diameter. Large droplets contain a lot of solvent that, if evaporated inside the plasma itself, leads to instability in the flame, with concomitant variations in instrument sensitivity. Sometimes the flame can even be snuffed out by the amount of solvent present because of interference with the basic mechanism of flame propagation. For these reasons, nebulizers for use in ICP mass spectrometry usually combine a means of desolvating the initial spray of droplets so that they shrink to a smaller, more uniform size or sometimes even into small particles of solid matter (particulates). [Pg.106]

With typical values for water at 20 C, the time taken for a droplet to shrink to 10% of Its original radius may be calculated as an example of the use of equation (1). [Pg.138]

We can imagine the coil tightening up as this point is approached from better conditions. This is not a shrinking to the vanishing point as suggested by the u = 0 criterion, but a contraction to the point where intramolecular exclusion effects are offset by shrinkage. [Pg.565]

Changing the distance between the critical points requires a new variable (in addition to the three independent fractional concentrations of the four-component system). As illustrated by Figure 5, the addition of a fourth thermodynamic dimension makes it possible for the two critical end points to approach each other, until they occur at the same point. As the distance between the critical end points decreases and the height of the stack of tietriangles becomes smaller and smaller, the tietriangles also shrink. The distance between the critical end points (see Fig. 5) and the size of the tietriangles depend on the distance from the tricritical point. These dependencies also are described scaling theory equations, as are physical properties such as iuterfacial... [Pg.152]

Glass-fiber-reinforced (increased stiffness and tensile strength) and mineral filled (reduced shrink and warp) grades also have been developed. [Pg.59]

Dimensional Stability. The wet heat resistance of PVA fiber is indicated by the wet softening temperature (WTS) at which the fiber shrinks to a specified ratio. At one time, the WTS was not more than 95°C for nonacetalized PVA fiber, but improvement of WTS has been achieved by improvement in heat-drawing and -treating techniques other methods proposed include suppression of polymerization temperature of vinyl acetate (36) and employment of alkafi spinning (37). [Pg.341]

On the other hand, water-soluble PVA fibers are available on the market. They are stable in cool water but shrink in warm water and dissolve at 40 to 90°C. The dissolution temperature is controlled by the degree of polymerization and hydrolysis of PVA, he at-treatment conditions after spinning, etc. [Pg.341]

Nonwoven Fabric. Crimped PVA staple is being used for the manufacture of dry-laid nonwoven. Also, as an example utilising the uniqueness of the fiber, a soft sheet is prepared by shrinking and pardy dissolving in hot water a nonwoven from water-soluble PVA fiber and then insoliibili ing the fabric by acetalization or similar processes. This sheet is used as car wipers, wipers for high grade furniture, and for similar purposes. [Pg.342]

From 1910 onward waste filament yam had been chopped into short lengths suitable for use on the machinery designed to process cotton and wool staples into spun yams. In the 1930s new plants were built specifically to supply the staple fiber markets. During World War II the production of staple matched that of filament, and by 1950, staple viscose was the most important product. The new spun-yam oudets spawned a series of viscose developments aimed at matching the characteristics of wool and cotton more closely. Viscose rayon was, after all, silk-like. Compared with wool it lacked bulk, residence, and abrasion resistance. Compared to cotton, it was weaker, tended to shrink and crease more easily, and had a rather lean, limp hand. [Pg.345]


See other pages where Shrink is mentioned: [Pg.383]    [Pg.411]    [Pg.12]    [Pg.1002]    [Pg.4]    [Pg.400]    [Pg.659]    [Pg.1446]    [Pg.2898]    [Pg.2908]    [Pg.669]    [Pg.189]    [Pg.108]    [Pg.313]    [Pg.162]    [Pg.715]    [Pg.884]    [Pg.884]    [Pg.884]    [Pg.131]    [Pg.148]    [Pg.149]    [Pg.150]    [Pg.207]    [Pg.252]    [Pg.294]    [Pg.322]    [Pg.379]    [Pg.258]    [Pg.283]    [Pg.283]    [Pg.286]    [Pg.330]   
See also in sourсe #XX -- [ Pg.333 ]




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A Moving Boundary Problem The Shrinking Core Model

Anisotropy shrinking

Anodic shrinking

Anti-shrink efficiency

Bond shrinking

Brushes shrinking

Cathodic shrinking

Chemical-based shrink techniques

Chemically induced CD shrink techniques

Chemically induced CD shrink techniques based on sidewall erosion

Chemically induced CD shrink techniques based on sidewall formation

Continuous shrinking

Diffusion shrinking core model

Electron-beam-induced CD shrink techniques

Fibers shrink resistance

Films, heat-shrink

Free-to-shrink measurements

Global Rate Equations (Shrinking-core Model)

Heat Shrink Tubes

Heat shrink

Heat shrink tubing

Heat-shrink packaging

Heterogeneous Model with Shrinking Unreacted Core

High-shrink Fibers

Ion exchange kinetics shell progressive or shrinking-core model

Leaching shrinking-core model

Low shrink

Low shrink SMC

Low shrink profile

Low shrink resin

Low-shrink additive

Nonisothermal Shrinking Unreacted-Core Systems

Orientation shrink-film

Packaging shrink-wrap

Packaging: shrink sleeve

Palletless shrink wrapping

Plasma-assisted shrink techniques

Polymer chains stretching/shrinking

Polymerization shrinking

Pore diffusion, shrinking core model

Postexposure-based CD shrink techniques

Product life cycle, shrinking

Range shrinking

Rate of Reaction for Shrinking Spherical Particles

Reaction shrinking unreacted core model

Region shrink-wrap

Relativistic shrinking

Resins shrinking process

Resolution enhancement of lithography assisted by chemical shrink

Shrink Labels and Film

Shrink Shrinkage

Shrink Wrap Tunnel

Shrink Wrapping and Bundling Machine

Shrink allowance

Shrink bands

Shrink film applications

Shrink film, wrap

Shrink films

Shrink fit

Shrink fixture

Shrink flat film process

Shrink force

Shrink holes

Shrink lines

Shrink mark

Shrink packages

Shrink packing, wrapping

Shrink palletless

Shrink resist finishes

Shrink resistance

Shrink resistance, wool

Shrink ring

Shrink temperature

Shrink tubing

Shrink wrap forming

Shrink-Wrapping Machine

Shrink-fitted compound vessels

Shrink-swell phenomena

Shrink-swell property

Shrink-wrap algorithm

Shrink-wrap formulation

Shrink-wrap licenses

Shrink-wrap pallets

Shrink-wrap polymer films

Shrink-wrap surfaces

Shrink-wrapping

Shrinking

Shrinking

Shrinking Bulk Material to a Quantum Dot

Shrinking Core Model catalyst regeneration

Shrinking Core Model for Spherical Particles of Unchanging Size

Shrinking Horizon

Shrinking Horizon Process Model

Shrinking Non-porous Unreacted Core and Solid Product Layer

Shrinking Particle

Shrinking aggregate model

Shrinking core mechanism

Shrinking core reaction mode

Shrinking core reaction modulus

Shrinking government

Shrinking lung syndrome

Shrinking of Human Beings

Shrinking processes

Shrinking sphere equation

Shrinking sphere model

Shrinking unreacted core model

Shrinking, droplets

Shrinking-core model

Shrinking-core model system

Shrinking-particle model

Shrinking-particle model system

Spectacular shrinking deficit

Stretch and Shrink Wrap

Surface reaction, shrinking core model

Swell-shrink operation

Swelling and shrinking

Swelling/shrinking

Systems Displaying a Shrinking Unreacted Core

Tension shrink film

The Geometric and Hydrodynamic Shrinking Factors

The Incredible Shrinking Core

The Shrink-Wrap Algorithm

The Shrinking Core Model

Thermal reflow shrink technique

Thermo-shrinking polymers

Thermoforming shrink-wrapping

Volume shrinking

Wool fabrics shrinking

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