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Dilatancy principle

It has been shown (16) that a stable foam possesses both a high surface dilatational viscosity and elasticity. In principle, defoamers should reduce these properties. Ideally a spread duplex film, one thick enough to have two definite surfaces enclosing a bulk phase, should eliminate dilatational effects because the surface tension of an iasoluble, one-component layer does not depend on its thickness. This effect has been verified (17). SiUcone antifoams reduce both the surface dilatational elasticity and viscosity of cmde oils as iUustrated ia Table 2 (17). The PDMS materials are Dow Coming Ltd. polydimethylsiloxane fluids, SK 3556 is a Th. Goldschmidt Ltd. siUcone oil, and FC 740 is a 3M Co. Ltd. fluorocarbon profoaming surfactant. [Pg.464]

The requirement I > 2 can be understood from the symmetry considerations. The case of no restoring force, 1=1, corresponds to a domain translation. Within our picture, this mode corresponds to the tunneling transition itself. The translation of the defects center of mass violates momentum conservation and thus must be accompanied by absorbing a phonon. Such resonant processes couple linearly to the lattice strain and contribute the most to the phonon absorption at the low temperatures, dominated by one-phonon processes. On the other hand, I = 0 corresponds to a uniform dilation of the shell. This mode is formally related to the domain growth at T>Tg and is described by the theory in Xia and Wolynes [ 1 ]. It is thus possible, in principle, to interpret our formalism as a multipole expansion of the interaction of the domain with the rest of the sample. Harmonics with I > 2 correspond to pure shape modulations of the membrane. [Pg.149]

In another test method (ASTM D-5515), a dilatometer is used to measure the swelling of bituminous coal. The test method is limited in applicability to coal that has a free swelling index < 1 (ASTM D-720). The principle of this test method is that the final volume of char obtained at the conclusion of a standard dilatation test is dependent on the mass of coal in the coal pencil and on the radius of the retort tube. This test method incorporates a procedure that determines the mass of air-dried coal in the coal pencil, provides a means to measure the average retort tube radii and employs a means to report coal expansion on an air-dried coal weight basis. The value of the dilatation properties of coals may be used to predict or explain the behavior of a coal or blends during carbonization or in other processes, such as gasification and combustion. [Pg.148]

The interpretation of dilatometric volume measurements is complicated by the fact that the molten fat has a coefficient of thermal expansion (about 0.00084 mL/gK) more than twice that of solid fat (about 0.00038 mL/gK). This difference means that the melting dilation is temperature-dependent (Stauffer, 1996). In principle, this could be allowed for by measuring the specific volume of both the fully molten fat and the fully solid fat at the measurement temperature. However, while the specific volume of the molten fat is easily measured using the dilatometer, that of the solid fat is not. This difficulty is circumvented by assuming, by convention, that the temperature dependence of specific volume is the same for both the molten fat and the solid fat (thus making the melting dilation temperature independent), and that the melting dilation itself has a constant value, independent of fat type, of 0.1 mL/ g (= 0.1 L/kg). Thus (Hannewijk et al., 1964),... [Pg.730]

Fig. 2. The change of the energy spectrum under complex scaling. (A) The spectrum of the original Hamiltonian (B) the exact spectrum of the dilated Hamiltonian (C) the approximate spectrum with all the eigenvalues discrete as obtained by the bivariational principle and a truncated finite basis. Fig. 2. The change of the energy spectrum under complex scaling. (A) The spectrum of the original Hamiltonian (B) the exact spectrum of the dilated Hamiltonian (C) the approximate spectrum with all the eigenvalues discrete as obtained by the bivariational principle and a truncated finite basis.
Over a long period of time experimental results on amphiphilic monolayers were limited to surface pressure-area ( r-A) isotherms only. As described in sections 3.3 and 4, from tc[A) Isotherms, measured under various conditions, it is possible to obtain 2D-compressibilities, dilation moduli, thermal expansivities, and several thermodynamic characteristics, like the Gibbs and Helmholtz energy, the energy cmd entropy per unit area. In addition, from breaks in the r(A) curves phase transitions can in principle be localized. All this information has a phenomenological nature. For Instance, notions as common as liquid-expanded or liquid-condensed cannot be given a molecular Interpretation. To penetrate further into understanding monolayers at the molecular level a variety of additional experimental techniques is now available. We will discuss these in this section. [Pg.336]

E.H. Lucassen-Reynders, Surface Elasticity and Viscosity in Compression/ Dilation, in Anionic Surfactants Physical Chemistry of Surfactants, E.H. Lucassen-Reynders, Ed., Marcel Dekker (1981). (Principles are emphasized, additional reading to sec. 4.5.)... [Pg.556]

This first example has approximately twice as many vertices in the new polygon as in the old. We call it a binary scheme. If there had been three times as many it would have been a ternary scheme, and such generalisations will be discussed in a few pages time. In principle at each refinement we can multiply the number of vertices by whatever we choose, and this number is called the arity and denoted by the letter a. It is also called the dilation factor, which stems from generating function usage. [Pg.50]

Hawthorn extracts purportedly dilate coronary blood vessels, decrease blood pressure, increase myocardial contractility, and lower serum cholesterol (Anonymous, 1999). Benefits have been demonstrated in heart failure patients (Iwamoto et al., 1981). In patients with Stage II New York Heart Association (NYHA) heart failure, doses of 160-900 mg/d of the aqueous-alcoholic extract for up to 56 d showed an increase in exercise tolerance, decrease in rate/pressure product, and increased ejection fraction (Blumenthal, 1998). The active principles are thought to be flavonoids, including hyperoside, vitexin, vitexin-rhamnose, rutin, and oligomeric procyanidins (dehydrocatechins catechins and/or epicatechins) (Tyler, 1993 Blumenthal, 1997 Blumenthal, 1998 Bigus, 1998). [Pg.319]

Another familiar experiment is the compression or dilation of insoluble monolayers on a Langmuir trough. By this operation the film passes different states, such as mesophases. The transition of the film fi-om one state into another needs time, which is a characteristic parameter for such processes starting from a non-equilibrium state and directed to the reestablishment of equilibrium. The principle of "relaxation" coordinates for any process was first introduced by Maxwell (1868) in his work on relaxations of tensions. After Maxwell, a liquid body under deformation can be described by the shear stress... [Pg.69]

The principle of the experiment is shown in Fig. 6.5. A small air bubble is formed at the tip of a capillary which is immersed in the solution. Via an electrodynamic excitation system and a membrane, a gas volume directly connected with the capillary is excited to harmonic oscillations. From the excitation voltage of the system in dependence on frequency, while keeping the bubble oscillation amplitude constant, the dilational elasticity and the exchange of matter can be calculated. The comparatively complex theory for data interpretation was described recently by Wantke et al. (1980, 1993). The method can be applied in a frequency interval from 5 Hz up to about 150 Hz. [Pg.219]

Though relations of the form (109) and (110) are merely special cases of the more general symbolic operator relations (81) and (82), they may also be regarded as phenomenological equations in their own right. The polyadic resistance coefficients appearing therein can, at least in principle, be determined experimentally from appropriate measurements of the hydrodynamic forces and torques for an appropriate number of orientations of the particle relative to the principal axes of dilatation of the fluid motion. [Pg.321]

Air The expansive, dilating and rarefying action of Hot on Wet transforming it into Ai>,the principle of molecular attraction. [Pg.20]


See other pages where Dilatancy principle is mentioned: [Pg.98]    [Pg.92]    [Pg.98]    [Pg.92]    [Pg.1782]    [Pg.190]    [Pg.21]    [Pg.123]    [Pg.288]    [Pg.207]    [Pg.27]    [Pg.312]    [Pg.34]    [Pg.48]    [Pg.506]    [Pg.1542]    [Pg.206]    [Pg.243]    [Pg.245]    [Pg.286]    [Pg.416]    [Pg.281]    [Pg.124]    [Pg.2262]    [Pg.67]    [Pg.263]    [Pg.241]    [Pg.544]    [Pg.5]    [Pg.521]    [Pg.405]    [Pg.80]    [Pg.2245]    [Pg.178]   
See also in sourсe #XX -- [ Pg.402 , Pg.407 ]




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