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Relation between

It is strictly for convenience that certain conventions have been adopted in the choice of a standard-state fugacity. These conventions, in turn, result from two important considerations (a) the necessity for an unambiguous thermodynamic treatment of noncondensable components in liquid solutions, and (b) the relation between activity coefficients given by the Gibbs-Duhem equation. The first of these considerations leads to a normalization for activity coefficients for nonoondensable components which is different from that used for condensable components, and the second leads to the definition and use of adjusted or pressure-independent activity coefficients. These considerations and their consequences are discussed in the following paragraphs. [Pg.17]

For a pure vapor the virial coefficients are functions only of temperature for a mixture they are also functions of composition. An important advantage of the virial equation is that there are theoretically valid relations between the virial coefficients of a mixture and its composition. These relations are ... [Pg.28]

Determine the relation between the fraction of vapor from the phase split sent to purge (a) and the fraction of methane in the recycle and purge (y). [Pg.111]

Ilkovic equation The relation between diffusion current, ij, and the concentration c in polarography which in its simplest form is... [Pg.214]

Orgel diagrams Simple graphs showing the relation between the energies of various electronic slates and the crystal field splitting. [Pg.290]

Relation between the true vapor pressure at 37.8 C and the Reid vapor pressure. R = True vapor pressure/ Reid" vapor pressure. --------------------------------------------------------------------------------i... [Pg.161]

In the applications where the compactness of the energy conversion system is the determining factor as in the case of engines, it is important to know the quantity of energy contained in a given volume of the fuel-air mixture to be burned. This information is used to establish the ultimate relations between the nature of the motor fuel and the power developed by the motor it is of prime consideration in the development of fuels for racing cars. [Pg.186]

Several parameters come into the relation between density and equivalence ratio. Generally, the variations act in the following sense a too-dense motor fuel results in too lean a mixture causing a potential unstable operation a motor fuel that is too light causes a rich mixture that generates greater pollution from unburned material. These problems are usually minimized by the widespread use of closed loop fuel-air ratio control systems installed on new vehicles with catalytic converters. [Pg.188]

There always is a relation between fuel composition and that of hydrocarbon emissions to the atmosphere, whether it concerns hydrocarbon emissions from evaporative losses from the fuel system, or from exhaust gases. This is the reason that environmental protection regulations include monitoring the composition of motor and heating fuels. We will describe here the regulations already in existence and the work currently underway in this area with its possible effects on refining. [Pg.258]

Relations between Gasoline Composition and Pollutant Emissions... [Pg.258]

The study of the relations between diesel fuel composition and pollution caused by the diesel engine is the focus of considerable attention, particularly in Europe where this line of thought has been rapidly developing in recent years. [Pg.265]

The basic condition of the Standard application - the availability of stable coupled probabilistic or the multiple probabilistic relations between then controlled quality indexes and magnetic characteristics of steel. All the probabilistic estimates, used in the Standard, are applied at confidence level not less than 0,95. General requirements to the means of control and procedure of its performance are also stipulated. Engineers of standard development endeavoured take into consideration the existed practice of technical control performance and test at the enterprises that is why the preparation of object control for the performance of nondestructive test can be done during the process of ordinary acceptance test. It is suggested that every enterprise is operated in correspondence with direct and non-destructive tests, obtained exactly at it, for detailed process chart and definite product type, however the tests have long since been performed after development of the Standard displayed that process gives way to unification. [Pg.25]

In order to be able to respond fully to the study of the spatial and angular relations between the back-ground of the image and the defects, we opted for the Co-Occurrence Matrix using spatial gray level dependence method. [Pg.232]

The realized experiments and the obtained results showed that measures by eddy currents present a linear relation between the evolution of the cementation thickness character and the impedance variation. [Pg.295]

By using modern high-performance computers, it has become possible to present the test data planiform. That way, for the first time a direct relation between the test signals and the test item could be achieved. [Pg.307]

We suppose that a measurement signal is a mix of r (unknown) independent sources Sj with variance cf. A detector give p> r measurement signals /W/t obtained with several frequencies. The relations between sources and measurement signals are supposed to be linear, but the transfer matrix T is unknown. If we get n >p>r samples m i) of measurement signals, mix of n... [Pg.364]

The geometrical resolution or the resulting unsharpness in the radioscopic image is adjusted by the workpiece-detector distance. The relation between the focus-... [Pg.435]

The linear relation between the PSL signal and neutron fluence was established to exist over three decades up to 6. lO cm. The IP-ND can be used as fast and efficient neutron monitors at rather low neutron fluxes. However, for neutron dosimetry individual IP-ND must be calibrated individually since their sensitiviy can differ from one plate to another. In Gd/film based direct NR the film fog below the exposure dose of about 8.10 cm is the limiting factor. [Pg.509]

The basic requirements for the Mephisto model was satisfactory accuracy, that means prediction of amplitude, position and phase relation between the various signals, and short computation times, typically a few minutes for the simulation of a whole Cscan, compatible with an intensive use. These a priori contradictory characteristics have been contented by means of appropriate approximations based on physical considerations. [Pg.738]

Fig.7 shows the relation between the echo height F/B and the defect area s ratio Sr/So, when the ultrasonic wave is input from FCD500 side. This Sr/So is the ratio of the defect area Sr to the beam irradiational area So. Moreover, // X of (a) (b) (c) (d) are the value at the position where the echo height F/B is changed in Fig.5. And, the defect position of (i) (iv) in figure is shown the each position of Fig.3 respectively. Moreover, each curves are calculation values respectively, and this is described later. There has two case that F/T) of (a) (d) is changed by the defect position. The first case, F/B are increased as defect area s ratio Sr/So increases. The second case, F/B are increased after decrases as Sr/So increases. And defect area s ratio Sr/So to which F/B decreases is different according to the defect position... Fig.7 shows the relation between the echo height F/B and the defect area s ratio Sr/So, when the ultrasonic wave is input from FCD500 side. This Sr/So is the ratio of the defect area Sr to the beam irradiational area So. Moreover, // X of (a) (b) (c) (d) are the value at the position where the echo height F/B is changed in Fig.5. And, the defect position of (i) (iv) in figure is shown the each position of Fig.3 respectively. Moreover, each curves are calculation values respectively, and this is described later. There has two case that F/T) of (a) (d) is changed by the defect position. The first case, F/B are increased as defect area s ratio Sr/So increases. The second case, F/B are increased after decrases as Sr/So increases. And defect area s ratio Sr/So to which F/B decreases is different according to the defect position...
Fig.9 shows the relation between the echo height F/B and the defect area s ratio Sr/So, when the ultrasonic wave is input from SUS304 side. As for each curves are similar to Fig.7. The tendency F/B are increased as Sr/So increases, or are increased after decrases as Sr/So increases by the defect position. Fig.9 shows the relation between the echo height F/B and the defect area s ratio Sr/So, when the ultrasonic wave is input from SUS304 side. As for each curves are similar to Fig.7. The tendency F/B are increased as Sr/So increases, or are increased after decrases as Sr/So increases by the defect position.
Fig. 10 shows the relation between the tensile strength [Pg.837]

Relation between tensile strength a B of joint and defect area s ratio Sr/So... [Pg.837]

The increased use of composite materials in aireraft industry the last years has impliedagrowing need for efficient methods for nondestructive characterization of composite materials. One example is determination of porosity contents in composite specimens during manufacturing. Results have been reported [1], showing that the porosity contents can be estimated with good aceuracy by utilizing a linear relation between the frequeney dependenee of the attenuation, i.e., P = +1, where P is the porosity content, K and I are constants and where is the slope... [Pg.886]

Traditional vs regression approach to automatic material characterization The traditional approach to automatic material characterization is based on physical reasoning where a. set of features of the signals that we assume to be the most relevant for solving the characterization problem is. selected. However, in situations with a complicated relation between the measurements and the material property to be characterized, this approach is not always applicable due to limited understanding of the underlying physical relations. [Pg.887]

In a regression approach to material characterization, a statistical model which describes the relation between measurements and the material property is formulated and unknown model parameters are estimated from experimental data. This approach is attractive because it does not require a detailed physical model, and because it automatically extracts and optimally combines important features. Moreover, it can exploit the large amounts of data available. [Pg.887]

FKI073 Relation between different measures of Exposure-Induced Shifts in Ductile-Srittle Transition temDeratures-Validalion of surveillance oractice mitiaation methods Dr E. G. Taylor Magnox Electric Pic... [Pg.936]

There are a number of relatively simple experiments with soap films that illustrate beautifully some of the implications of the Young-Laplace equation. Two of these have already been mentioned. Neglecting gravitational effects, a film stretched across a frame as in Fig. II-1 will be planar because the pressure is the same as both sides of the film. The experiment depicted in Fig. II-2 illustrates the relation between the pressure inside a spherical soap bubble and its radius of curvature by attaching a manometer, AP could be measured directly. [Pg.8]

Shuttleworth [26] (see also Ref. 27) gives a relation between surface free energy and stretching tension as follows. For an anisotropic solid, if the area is increased in two directions by dAi and dA2, as illustrated in Fig. VII-1, then the total increase in free energy is given by the reversible work against the surface stresses, that is. [Pg.260]

Diamond behaves somewhat differently in that n is low in air, about 0.1. It is dependent, however, on which crystal face is involved, and rises severalfold in vacuum (after heating) [1,2,25]. The behavior of sapphire is similar [24]. Diamond surfaces, incidentally, can have an oxide layer. Naturally occurring ones may be hydrophilic or hydrophobic, depending on whether they are found in formations exposed to air and water. The relation between surface wettability and friction seems not to have been studied. [Pg.440]

Where Pg is the pressure of vapor in equilibrium with the adsorbed film. The characteristic curve is now just PF In Pq/P versus x (or against [Pg.627]

We could stop here in the discussion of the translational group. However, for the purpose of understanding the relation between translational symmetry and the conservation of linear momentum, we now show how the... [Pg.163]

A detailed discussion of the relation between MS group operations and point group operations is given in section... [Pg.182]

For stronger fields the relationship between the macroscopic polarization and the incident field is non-linear. The general relation between P and E is written as... [Pg.225]


See other pages where Relation between is mentioned: [Pg.37]    [Pg.189]    [Pg.368]    [Pg.384]    [Pg.45]    [Pg.662]    [Pg.889]    [Pg.189]    [Pg.483]    [Pg.486]    [Pg.68]    [Pg.225]    [Pg.323]    [Pg.344]    [Pg.349]    [Pg.351]   


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Activation parameters relations between

Additional Useful Relations Between Partial Derivatives

Basic Formalism Describing the Relation between Real-Space Structure and Scattering Intensity in a SAXS Experiment

Benzene relations between

Binary systems relation between activity coefficients

Bond properties, relations between

Bond valence parameters relations between

Carbonate rock, relation between

Chemical kinetics, relation between pure

Commutator Relation between Creation and Annihilation Operators

Complex models, relations between

Concentration scales relations between

Consequences for the Relation between Impedance and IMPS Spectra

Crystal relation between diffraction groups

Diffraction relation between crystal point groups

Diffusivities relations between

Efficiency relation between

Empirical relations between compressive strength and porosity

Empirical relations between surface tension and temperature

Equilibrium Relations Between Phases

Equilibrium constant relation between

Equilibrium constant relation between forms

Establishment of the Relation between Tryptophan and Nicotinic Acid

Exponentially relations between

Extractants stability, relation between

Force constants relations between

General Relations between Thermodynamics and Quasicomponent Distribution Functions

General relations between solvation thermodynamics and the structure of water

Heat capacity pressure, relation between

Hydrogen relation between

Ionic relation between

Isotherm thermodynamic relation between

Kinetic relations between iron

Linear Relations Between Fluxes and Forces That Obey the Curie Restriction

Linear relation, between current and

Linear relation, between current and potential

Mass-transfer coefficients relations between

Mathematical relations between the various functions of state

Multicomponent diffusion relations between coefficients

On the Relation Between Liquid and Gaseous States of Metals

Problems in the relations between complex intermetallic alloys and clusters

Protein relation between electrophoretic

Quantitative Relations Between Operating Variables

RELATION BETWEEN COVALENT AND IONIC BONDS

Rate constants relations between forms

Relation Between , and pH

Relation Between Absorption Cross Section and Einstein Coefficients

Relation Between Activity and Concentration

Relation Between Ag Cluster and Oxidative Activation of Hydrocarbons

Relation Between Critical Projectile and Barrier Velocity

Relation Between Current and Electrode Potential

Relation Between Einstein Coefficients

Relation Between Force and Velocity

Relation Between Glass Fibre Orientation and Specific Wear Rate for Duroid

Relation Between Hamaker Constant and Surface Tension

Relation Between Linewidth and Lifetime

Relation Between Permeability and Void Ratio for Compacted Bentonite

Relation Between Projectile Velocity and Barrier Lengths

Relation Between Rate Constants of Forward and Reverse Non-Equilibrium Reactions

Relation Between Rate of Dissolution and Particle Size

Relation Between Reaction Kinetics and Microphase Separation

Relation Between Solid-State Amorphization and Melting

Relation Between Tm and Tg

Relation Between a CDF and IDFs

Relation Between the Dynamic Mechanical Properties and PSA Performance

Relation Between the LMTO and KKR Matrices

Relation between A), and

Relation between AH and

Relation between Catalytic Constants and Acid Strength

Relation between Ga Coverage and Surface Reconstructions

Relation between Gaseous and Liquid Mixtures

Relation between Growth and Luminescence

Relation between HTU and HETP

Relation between Mechanical Properties and Twist Angle

Relation between Mg and

Relation between Morphology Structure, Processing, and Properties

Relation between Plasma Parameters and Material Properties

Relation between Polymer Science and Mechanics

Relation between Power Series and Continued Fractions

Relation between Preferential Solvation and Measurable Quantities

Relation between Rate Constants and Equilibrium Constant

Relation between Reaction Rates and Free Energies Rate Close to Equilibrium

Relation between Real and Apparent Heats of Activation

Relation between Shear and Elongational Viscosities

Relation between Structure and Dissociation Constant in the Hexaarylethane Series

Relation between Synthesis of Carotenoids and Ascorbic Acid

Relation between Total Energy and Sum of One-electron Energies

Relation between aggregation levels and types of processors

Relation between cholesterol 7a-hydroxylase and HMG-CoA reductase

Relation between colour and visible absorbance

Relation between diameter

Relation between emission spectrum and excitation wavelength

Relation between energy and the interfacial area

Relation between energy transfer and static quenching

Relation between entropy and diffusion

Relation between equilibrium contact angle

Relation between fallout of

Relation between initial tensile

Relation between moments

Relation between pH and pOH

Relation between particle and antiparticle matrix elements

Relation between particle diameter

Relation between rheology and structure of material

Relation between saturation parameters

Relation between structure function and scattered intensity

Relation between the activity coefficients of a binary solution

Relation between the complexing power of solvents and their acid-base properties

Relation between the elastic constants

Relation between the reduced and geographical latitudes

Relations Between Different Material Coefficients

Relations Between E, AG, and

Relations Between Head, Horsepower, Capacity. Speed

Relations Between Impedance Data and Local Properties

Relations Between Instantaneous and Cumulative Average Chain Lengths for a Batch Reactor

Relations Between Interaction Potential, Line Broadening, and Shifts

Relations Between Physical Observables

Relations Between Security Properties

Relations Between Transition Probabilities, Absorption Coefficient, and Line Strength

Relations Between Various Properties

Relations between Angles and Sides of Triangles

Relations between Catalyst Structure and Effectivity

Relations between Chemical Bonds The Heterodesmic Lattices

Relations between Differentials

Relations between Generations

Relations between Heat Capacities in Pure Real Gases

Relations between Intra- and Intermolecular Steric Effects

Relations between Measurement Tables

Relations between Shape Factors

Relations between Tafel and Potential-Decay Slopes

Relations between Thermodynamic Quantities and GMDFs

Relations between angles and sides

Relations between crystal structures

Relations between elastic modul

Relations between pore structure and physical properties

Relations between static and dynamic

Relations between static and dynamic exponents

Relations between strength and microstructure or pore size distribution

Relations between the elastic moduli

Relations between the structures of some nitrides and oxy-compounds

Relations between thermodynamic quantities and generalized molecular distribution functions

Relations between various coupling schemes

Relations between y and

Reversible relation between equilibrium

Some Relations between Macroscopic and Microscopic Adsorption Parameters

Specific relation between

Stable equilibrium, conditions relation between

Strain relation between initial tensile

Structural relations between quasicrystals and other intermetallic phases

Structures, relations between odors

Summary. Relation between Structure and Function

Symmetry relations between the matrix elements

The Linear Relation between Burn-Out Flux and Inlet Subcooling

The Relation Between Reactant Concentration and Time

The Relation between External and Internal Fluxes

The Relation between Fluid Friction and Heat Transfer

The relation between pressure and area ratios

The relation between thermodynamic and statistical entropy

Theoretical relation between domain

Thermal coefficients relations between

Thermodynamic Relations Between

Thermodynamic relation between specific heats

Thermodynamic relations between N-containing species

Tribes relations between

Twisted relation between mechanical properties

Vectors, orthogonality relations between

Velocity relation between velocities

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