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Surface tension introduction

Aqueous standard solutions are a source of certain difficulties In electrothermal atomic absorption spectrometry of trace metals In biological fluids The viscosities and surface tensions of aqueous standard solutions are substantially less than the viscosities and surface tensions of serum, blood and other proteln-contalnlng fluids These factors Introduce volumetric disparities In pipetting of standard solutions and body fluids, and also cause differences In penetration of these liquids Into porous graphite tubes or rods Preliminary treatment of porous graphite with xylene may help to minimize the differences of liquid penetration (53,67) A more satisfactory solution of this problem Is preparation of standards In aqueous solutions of metal-free dextran (50-60 g/llter), as first proposed by Pekarek et al ( ) for the standardization of serum chromium analyses This practice has been used successfully by the present author for standardization of analyses of serum nickel The standard solutions which are prepared In aqueous dextran resemble serum In regard to viscosity and surface tension Introduction of dextran-contalnlng standard solutions Is an Important contribution to electrothermal atomic absorption analysis of trace metals In body fluids. [Pg.255]

FLUORINECOMPOUNDS,ORGANIC - FLUORINATEDALIPHATICCOMPOUNDS] (Volll) -surface tensions of [FLUORINE COMPOUNDS, ORGANIC - INTRODUCTION] (Volll)... [Pg.736]

Introduction of chemical sensors for water quality monitoring. This includes parameters like turbidity, color, surface tension, detergent concentrations, pH-value etc. Optoelectronic systems are used to monitor the turbidity of washing water, which then determines the number of rinsing cycles (aqua-sensor system). [Pg.3]

Skeggs innovative step, the introduction of air bubbles into the flowing stream, attempted to minimize the time taken for a steady-state condition to be reached in the detector. The definitive description of dispersion in segmented streams (Snyder [37]) showed a complex relationship between internal diameter, liquid flow rate, segmentation frequency, residence time in the flow system, viscosity of the hquid and surface tension. [Pg.54]

The Laplace-Young equation refers to a spherical phase boundary known as the surface of tension which is located a distance from the center of the drop. Here the surface tension is a minimum and additional, curvature dependent, terms vanish (j ). The molecular origin of the difficulties, discussed in the introduction, associated with R can be seen in the definition of the local pressure. The pressure tensor of a spherically symmetric inhomogeneous fluid may be computed through an integration of the one and two particle density distributions. [Pg.20]

Perhaps the answer lies in the introduction o-f another process in the system which relies only on monomer activities in a known -fashion. The sur-face tension method already mentioned (4> relies on the -fact that surface tension is determined solely by monomer concentrations. However, the plateau surface tension is not terribly sensitive to monomer composition in many cases of interest. An aggregate formation process which can be much more sensitive is adsorption of surfactants on hydrophilic (13-15) or hydrophobic (see Chapter 17) surfaces. [Pg.326]

Figure 2.37 Relationship between the biological interactiveness and the critical surface tension of a biomaterial. Reprinted, by permission, from J. M. Schakenraad, Cells Their Surfaces and Interactions with Materials, in Biomaterials Science An Introduction to Materials in Medicine, B. D. Ratner, A. S. Hoffman, F. J. Schoen, and J. E. Lemons, p. 146. Copyright 1996 by Academic Press. Figure 2.37 Relationship between the biological interactiveness and the critical surface tension of a biomaterial. Reprinted, by permission, from J. M. Schakenraad, Cells Their Surfaces and Interactions with Materials, in Biomaterials Science An Introduction to Materials in Medicine, B. D. Ratner, A. S. Hoffman, F. J. Schoen, and J. E. Lemons, p. 146. Copyright 1996 by Academic Press.
In addition to the methods discussed here and in Section 6.2, there are a few other methods for measuring surface tension that are classified as dynamic methods as they involve the flow of the liquids involved (e.g., methods based on the dimensions of an oscillating liquid jet or of the ripples on a liquid film). As one might expect, the dynamic methods have their advantages as well as disadvantages. For example, the oscillating jet technique is ill-suited for air-liquid interfaces, but has been found quite useful in the case of surfactant solutions. A discussion of these methods, however, will require advanced fluid dynamics concepts that are beyond our scope here. As our primary objective in this chapter is simply to provide a basic introduction to surface tension and contact angle phenomena, we shall not consider dynamic methods here. Brief discussions of these methods and a comparison of the data obtained from different techniques are available elsewhere (e.g., see Adamson 1990 and references therein). [Pg.283]

The next four chapters provide an introduction to the concepts and techniques needed to study and understand dispersion stability. Some approaches to the characterization of emulsions, foams and suspensions, and of their dispersed species (droplets, bubbles and particles)are described in Chapter 2. The concepts of surface tension, wettability and surface activity, which are important to the stability and properties of all types of dispersion, are described in Chapter 3. To this is added the nature of electrically charged surfaces in Chapter 4. All of these aspects are brought together in Chapter 5 in an introduction to the stability of dispersions. [Pg.12]

Sparging is the introduction of gas bubbles into a liquid through fine orifices. In a flotation cell the size of the air bubbles introduced near the impeller is important. The size of bubbles produced at a submerged orifice can be estimated by assuming that, at the moment of bubble release from the orifice, the buoyancy and surface tension forces are equal. This produces the following approximate equation [281] for the bubble size ... [Pg.251]

Silicone liquids in the production of paints. The use of silicone liquids as additives for paints gives them specific properties. E.g., an introduction of a small amount of silicone liquid (3 weight parts per 100 weight parts of the paint) prevents the foaming of paints when they are applied, improves the flow properties of the paint and gives gloss to the painted surface. This beneficial effect of oligoorganosiloxanes is caused by their low surface tension. [Pg.472]

Introduction of the surface tension y and surface area A in the expressions for 1 and G simply leads to a set of Legendre transforms (Moore, 1972 Alberty Silbey, 1992) (also known as generalized functions) 77, f and d. Thus,... [Pg.34]

Since the introduction of metered-dose inhalers, nasal solutions have increasingly been formulated as nasal sprays. Initially, aerosol-based systems containing chloro-fluorocarbons were employed however, the Montreal Protocol put an end to this. Thereafter, mechanical pumps or actuators were employed to deliver nasal formulations as sprays. These devices, using actuators, can precisely deliver as little as 25 pL and as much as 200 pL of a formulation. However, various factors must be considered in formulating the spray these include viscosity, particle size, and surface tension, all of which may affect the accuracy of the dose administered. [Pg.599]


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See also in sourсe #XX -- [ Pg.21 ]




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