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Force determination

In a reservoir at initial conditions, an equilibrium exists between buoyancy forces and capillary forces. These forces determine the initial distribution of fluids, and hence the volumes of fluid in place. An understanding of the relationship between these forces is useful in calculating volumetries, and in explaining the difference between free water level (FWL) and oil-water contact (OWC) introduced in the last section. [Pg.120]

Market forces determine the demand for a product, and the demand will be used to forecast the sales of hydrocarbons. This will be one of the factors considered by some governments when setting the production targets for the oil company. For example, much of the gas produced in the South China Sea is liquefied and exported by tanker to Japan for industrial and domestic use the contract agreed with the Japanese purchaser will drive the production levels set by the National Oil Company. [Pg.346]

Fig. 1. Diagram of forces determining shape of a drop of Hquid placed on a soHd surface. See text. Fig. 1. Diagram of forces determining shape of a drop of Hquid placed on a soHd surface. See text.
Additional information concerning the mechanisms of solid—solid interactions has been obtained by many diverse experimental approaches, as the following examples testify adsorptive and catalytic properties of the reactant mixture [1,111], reflectance spectroscopy [420], NMR [421], EPR [347], electromotive force determinations [421], tracer experiments [422], and doping effects [423], This list cannot be comprehensive. Electron probe microanalysis has also been used as an analytical (rather than a kinetic) tool [422,424] for the determination of distributions of elements within the reactant mixture. Infrared analyses have been used [425] for the investigation of the solid state reactions between NH3 and S02 at low temperatures in the presence and in the absence of water. [Pg.39]

We have to refine our atomic and molecular model of matter to see how bulk properties can be interpreted in terms of the properties of individual molecules, such as their size, shape, and polarity. We begin by exploring intermolecular forces, the forces between molecules, as distinct from the forces responsible for the formation of chemical bonds between atoms. Then we consider how intermolecular forces determine the physical properties of liquids and the structures and physical properties of solids. [Pg.299]

Although the correlation between ket and the driving force determined by Eq. (14) has been confirmed by various experimental approaches, the effect of the Galvani potential difference remains to be fully understood. The elegant theoretical description by Schmickler seems to be in conflict with a great deal of experimental results. Even clearer evidence of the k t dependence on A 0 has been presented by Fermin et al. for photo-induced electron-transfer processes involving water-soluble porphyrins [50,83]. As discussed in the next section, the rationalization of the potential dependence of ket iti these systems is complicated by perturbations of the interfacial potential associated with the specific adsorption of the ionic dye. [Pg.211]

Electrophoresis occurs in electrolyte solutions, where a competition of two forces, the electric force Fe and the frictional force Ff, are in equilibrium. The relationship of the two forces determines the electrophoretic mobility of the compounds ... [Pg.387]

The interactions between similar particles, dissimilar particles, and the dispersion medium constitute a complex but essential part of dispersion technology. Such interparticle interactions include both attractive and repulsive forces. These forces depend upon the nature, size, and orientation of the species, as well as on the distance of separation between and among the particles of the dispersed phase and the dispersion medium, respectively. The balance between these forces determines the overall characteristics of the system. [Pg.247]

Four forces determine the movement of fluid into or out of the capillary (see Figure 15.7) ... [Pg.221]

Figure 15.7 Starling principle a summary of forces determining the bulk flow of fluid across the wall of a capillary. Hydrostatic forces include capillary pressure (Pc) and interstitial fluid pressure (PJ. Capillary pressure pushes fluid out of the capillary. Interstitial fluid pressure is negative and acts as a suction pulling fluid out of the capillary. Osmotic forces include plasma colloid osmotic pressure (np) and interstitial fluid colloid osmotic pressure (n,). These forces are caused by proteins that pull fluid toward them. The sum of these four forces results in net filtration of fluid at the arteriolar end of the capillary (where Pc is high) and net reabsorption of fluid at the venular end of the capillary (where Pc is low). Figure 15.7 Starling principle a summary of forces determining the bulk flow of fluid across the wall of a capillary. Hydrostatic forces include capillary pressure (Pc) and interstitial fluid pressure (PJ. Capillary pressure pushes fluid out of the capillary. Interstitial fluid pressure is negative and acts as a suction pulling fluid out of the capillary. Osmotic forces include plasma colloid osmotic pressure (np) and interstitial fluid colloid osmotic pressure (n,). These forces are caused by proteins that pull fluid toward them. The sum of these four forces results in net filtration of fluid at the arteriolar end of the capillary (where Pc is high) and net reabsorption of fluid at the venular end of the capillary (where Pc is low).
The interaction between drug compounds and excipients, as these influence drug dissolution, can be successfully studied by means of reflectance spectroscopy. In one study concerning probucol and indomethacin, it was deduced that hydrogen bonding and van der Waals forces determined the physisorption between the active and the excipients in several model formulations [36]. Chemisorption forces were found to play only minor roles in these interactions. These studies indicated that surface catalytic effects could be important during the selection of formulation excipients. [Pg.48]

The theory behind this coating technique involves the equilibrium between the centrifugal forces created by the rapid spinning and the viscous forces determined by the viscosity of the liquid.1,88 Die film thickness can be varied by controlling the spin speed and time, as well as the viscosity of the solution. [Pg.50]

The balance of opposing pro- and anti-platelet forces determines the overall hemostatic response. Successful hemostasis is achieved when assorted signal-transduction systems, mediators, white blood cells, and platelet receptors for agonists and adhesion molecules overcome the local resistance against platelet activation to generate... [Pg.302]

Kettle and his co-workers (39—42) used a model rather similar to the AOM to discuss stereochemistry. A perturbation approach led to the proportionality of MO energies (relative to the unperturbed orbitals) to squared overlap integrals, as in the AOM. For systems where the valence shell orbitals are evenly occupied, the total stabilization energy shows no angular dependence, suggesting that steric forces determine the equilibrium geometry. [Pg.111]

If the functions g j for all of the species pairs in a fluid are known over a sufficient range of the state variables one can calculate the thermodynamic properties. (.1-5) So forces determine structure through Eq. (2) and the thermodynamic properties are determined by the structure. [Pg.548]

In recent years, dynamic calculations of both the electronic and the molecular structure of complex molecular systems have started to become feasible. " These methods are based on the general idea that the electronic structure of the system is to be calculated on the fly as the nuclei move, while the nuclei respond to the forces determined from the dynamically calculated electronic structure. This assumes that the system moves on the lowest electronic state, and transitions between states are either ignored (because they are well separated in energy) or treated semiclassi-cally. [Pg.125]

Medium-range interactions can be defined as those which dominate the dynamics when atoms interact with energies within a few eV of their molecular binding energies. These forces determine a majority of the physical and chemical properties of surface reactions which are of interest, and so their incorporation in computer simulations can be very important. Unfortunately, they are usually many-body in nature, and can require complicated functional forms to be adequately represented. This means that severe approximations are often required when one is interested in performing molecular dynamics simulations. Recently, several potentials have been semi-empirically developed which have proven to be sufficiently simple to be useful in computer simulations while still capturing the essentials of chemical bonding. [Pg.288]

An examination of the sample distributions observed in principal components projections using isomer concentration data expressed as fractional composition, as well as the clustering of samples by similar values of their second principal component score term, revealed consistent differences existed in sample profiles. The next step in this data evaluation is to statistically analyze correlations of the PLS components from analyses with the external variables such as percent sand, clay and silt, and total organic matter in samples. These correlations may play an important role in identifying factors resulting in changes in PCB composition and enable one to more clearly understand the forces determining the distribution and fate of PCB in a complex ecosystem. [Pg.225]

There are three factors that would tend to cause the drag data of Fig. 8 to deviate from Stokes s law. The first is internal circulation however, based on the equation due to Hadamard (1911) and Rybczynski (1911), one would not expect motion within the droplet. The drag force determined by Hadamard and Rybczynski is... [Pg.18]

Repulsive forces determine, for example, the melting point of a solid. Whenever the packing is efficient, the melting point tends to be high. The attractive forces, on the other hand, govern the heat of vaporization and therefore the boiling point. Trouton s rule, which relates the normal boiling point of a liquid to its heat of vaporization, is a manifestation of this relation. [Pg.203]

The U.S. Air Force tested the effectiveness of ASH at treating emulsified oil, fuel, and grease, as well as aqueous, fihn-forming foam (AFFF) liquids. These contaminants are common in aircraft wash-rack wastewater and firefighting wastewater. Based on test results, the Air Force determined that ASH can treat contaminated wastewater at a cost of 0.40 to 1.10 per 1000 gal (D208219, p. 502). [Pg.329]

Over the last 20-30 years not too much effort has been made concerning the determination of standard potentials. It is mostly due to the funding policy all over the world, which directs the sources to new and fashionable research and practically neglects support for the quest for accurate fundamental data. A notable recent exception is the work described in Ref. 1, in which the standard potential of the cell Zn(Hg)jc (two phase) I ZnS O4 (aq) PbS O4 (s) Pb(Hg)jc (two phase) has been determined. Besides the measurements of electromotive force, determinations of the solubility, solubiKty products, osmotic coefficients, water activities, and mean activity coefficients have been carried out and compared with the previous data. The detailed analysis reveals that the uncertainties in some fundamental data such as the mean activity coefficient of ZnS04, the solubility product of Hg2S04, or even the dissociation constant of HS04 can cause uncertainties in the f " " values as high as 3-4 mV. The author recommends this comprehensive treatise to anybody who wants to go deeply into the correct determination of f " " values. [Pg.19]

Since the relative magnitude of adhesive and shear forces determine the occurrence and extent of aggregation in a composite the ratio of the two forces may give information about the possibilities to avoid or decrease it, i.e. ... [Pg.120]

The coulombic forces determine linkage of a donor to an acceptor, and vice versa. In other words, direct covalent bonding of a donor or acceptor to another atom of its kind is unfavorable. [Pg.82]

An expression for the Hamaker constant analogous to Equation (67) had been proposed by Fowkes (1964) for the case when only dispersion forces determine the surface tension. The Fowkes equation... [Pg.489]


See other pages where Force determination is mentioned: [Pg.45]    [Pg.428]    [Pg.210]    [Pg.96]    [Pg.781]    [Pg.147]    [Pg.361]    [Pg.99]    [Pg.757]    [Pg.315]    [Pg.416]    [Pg.399]    [Pg.637]    [Pg.148]    [Pg.128]    [Pg.86]    [Pg.306]    [Pg.158]    [Pg.196]    [Pg.235]    [Pg.119]    [Pg.209]    [Pg.46]    [Pg.103]    [Pg.100]    [Pg.203]   
See also in sourсe #XX -- [ Pg.315 ]




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Anharmonic molecular force fields determination

Atomic force microscopy elasticity determination

Constraining force constant determination

Determining Forces of Interaction Between Macroscopic Bodies

Determining Muscle Force

Determining the driving force

Electromotive force determination

Experimentally determined friction force

Force field structure determination

Force spectroscopically determined

Forces determining structure

How do dispersion forces determine the boiling point of a substance

Interfacial interaction force constants determination

Intermolecular forces determining types

Scope of the Variables Determining Aerosol Interaction Forces

Spectroscopically determined force field

The Solubility of a Substance Is Determined by Temperature, Pressure, and Intermolecular Forces

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