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Additive properties

This additive property takes on fundamental practical significance when the problem of setting a target for the number of shells in a network from the composite curves is considered. ... [Pg.437]

It is important to work in fractional numbers of shells (rather than integer) in order to use the additive property for 1-2 shells from one interval to another. If each match in enthalpy interval k requires iV shells using the temperatures of interval k in Eqs. (7.14) to (7.16), then the minimum shells count for the interval is... [Pg.438]

The large number of matches assumed in Eq. (E.2) is not a complication in establishing the target. This is so because the additive property shows that the total fractional number of shells is independent of how many vertical sections are used to divide a given heat exchange profile. [Pg.439]

Case 1. A chemical reaction occurs at constant film pressure. To the extent that area is an additive property, one has... [Pg.151]

The first line of the connection table, called the counts line (see Figure 2-21), specifies how many atoms constitute the molecule represented by this file, how many bonds arc within the molecule, whether this molecule is chiral (1 in the chiral flag entry) or not, etc. The last-but-onc entry (number of additional properties) is no longer supported and is always set to 999. The last entry specifics the version of the Ctab format used in the current file. In the ease analyzed it is V2000". There is also a newer V3000 format, called the Extended Connection Table, which uses a different syntax for describing atoms and bonds [50. Because it is still not widely used, it is not covered here. [Pg.49]

Molecules are usually represented as 2D formulas or 3D molecular models. WhOe the 3D coordinates of atoms in a molecule are sufficient to describe the spatial arrangement of atoms, they exhibit two major disadvantages as molecular descriptors they depend on the size of a molecule and they do not describe additional properties (e.g., atomic properties). The first feature is most important for computational analysis of data. Even a simple statistical function, e.g., a correlation, requires the information to be represented in equally sized vectors of a fixed dimension. The solution to this problem is a mathematical transformation of the Cartesian coordinates of a molecule into a vector of fixed length. The second point can... [Pg.515]

The interesting reactions where a free mercapto group is linked to the nitrogen atom of the thiazole (63), after the cleavage of a fused ring, is another illustration of the additive properties of the carbocation (Scheme 40). [Pg.54]

Condition (1.137) gives an additional property of the traces at Sc which is used in studying the space iFQQ (Sc) below. [Pg.51]

The physical properties of these fibers are compared with those of natural fibers and other synthetic fibers in Table 1. Additional property data may be found in compilations of the properties of natural and synthetic fibers (1). Apart from the polyolefins, acryhcs and nylon fibers are the lightest weight fibers on the market. Modacryhcs are considerably more dense than acryhcs, with a density about the same as wool and polyester. [Pg.274]

Tables 2,3, and 4 outline many of the physical and thermodynamic properties ofpara- and normal hydrogen in the sohd, hquid, and gaseous states, respectively. Extensive tabulations of all the thermodynamic and transport properties hsted in these tables from the triple point to 3000 K and at 0.01—100 MPa (1—14,500 psi) are available (5,39). Additional properties, including accommodation coefficients, thermal diffusivity, virial coefficients, index of refraction, Joule-Thorns on coefficients, Prandti numbers, vapor pressures, infrared absorption, and heat transfer and thermal transpiration parameters are also available (5,40). Thermodynamic properties for hydrogen at 300—20,000 K and 10 Pa to 10.4 MPa (lO " -103 atm) (41) and transport properties at 1,000—30,000 K and 0.1—3.0 MPa (1—30 atm) (42) have been compiled. Enthalpy—entropy tabulations for hydrogen over the range 3—100,000 K and 0.001—101.3 MPa (0.01—1000 atm) have been made (43). Many physical properties for the other isotopes of hydrogen (deuterium and tritium) have also been compiled (44). Tables 2,3, and 4 outline many of the physical and thermodynamic properties ofpara- and normal hydrogen in the sohd, hquid, and gaseous states, respectively. Extensive tabulations of all the thermodynamic and transport properties hsted in these tables from the triple point to 3000 K and at 0.01—100 MPa (1—14,500 psi) are available (5,39). Additional properties, including accommodation coefficients, thermal diffusivity, virial coefficients, index of refraction, Joule-Thorns on coefficients, Prandti numbers, vapor pressures, infrared absorption, and heat transfer and thermal transpiration parameters are also available (5,40). Thermodynamic properties for hydrogen at 300—20,000 K and 10 Pa to 10.4 MPa (lO " -103 atm) (41) and transport properties at 1,000—30,000 K and 0.1—3.0 MPa (1—30 atm) (42) have been compiled. Enthalpy—entropy tabulations for hydrogen over the range 3—100,000 K and 0.001—101.3 MPa (0.01—1000 atm) have been made (43). Many physical properties for the other isotopes of hydrogen (deuterium and tritium) have also been compiled (44).
Whereas it is no longer an iaterpolation standard of the scale, the thermoelectric principle is one of the most common ways to transduce temperature, although it is challenged ia some disciplines by small iadustrial platinum resistance thermometers (PRTs) and thermistors. Thermocouple junctions can be made very small and ia almost infinite variety, and for base metal thermocouples the component materials are very cheap. Properties of various types of working thermocouple are shown in Table 3 additional properties are given in Reference 5. [Pg.402]

Table 1 fists the more important physical properties of calcium carbide. Additional properties are given in the literature (1). Figure 1 gives the phase diagram calcium carbide—calcium oxide for pure and technical grades. [Pg.457]

Polyacrjiates (3), where R = H, CH n < 100, 000 and Y = OH, OCH, O, etc, or copolymers with compatible monomers, are probably the most flexible dispersant products, because they are produced in a variety of molecular weights and degrees of anionic charge. Moreover, reaction of acryflc acid with other monomers confers additional properties that make them more adaptable for niche appHcations. [Pg.151]

Processing ndProperties. Neoprene has a variety of uses, both in latex and dry mbber form. The uses of the latex for dipping and coating have already been indicated. The dry mbber can be handled in the usual equipment, ie, mbber mills and Banbury mixers, to prepare various compounds. In addition to its excellent solvent resistance, polychloroprene is also much more resistant to oxidation or ozone attack than natural mbber. It is also more resistant to chemicals and has the additional property of flame resistance from the chlorine atoms. It exhibits good resiUence at room temperature, but has poor low temperature properties (crystallization). An interesting feature is its high density (1.23) resulting from the presence of chlorine in the chain this increases the price on a volume basis. [Pg.470]

For physical, thermal, electrical, and mechanical properties, ASTM test methods are employed (28). Flammability ratings are often based on Underwriters Laboratories (UL) standards (29). UL flammabiUty ratings given ia this article are aot iateaded to reflect the hazards preseated by the resias uader use coaditioas. Typical properties are givea ia Table 3. More details and additional properties are given ia Refereaces 5 and 31—33. [Pg.263]

The activated coating layer must possess two additional properties. It must adhere tenaciously to the monolithic honeycomb surface under conditions of rapid thermal changes, high flow, and moisture condensation, evaporation, or freezing. It must have an open porous stmcture to permit easy gas passage iato the coating layer and back iato the main exhaust stream. It must maintain this porous stmcture even after exposure to temperatures exceeding 900°C. [Pg.486]

Additional property relations follow directly from Eq. (4-8). Since nj = Xin, where x, is the mole fraction of species i, this equation may be rewritten ... [Pg.515]

Example 12 Estimation of Plate Efficiency For the conditions of Examples 9 and 11, estimate the point efficiency of the tray. Additional property data ... [Pg.1382]

According to the conception of the development of the system of spectra of additive properties stated by I.G. Per kov the use of spectra of second order, represented by AS arrays, measured concerning two axes the length of a wave and water phase pH in monophase, pseudomonophase (micellar solutions) and twophase systems is of great interest. [Pg.421]

There are a number of properties of molecules that are additive to a reasonable approximation, i.e. the value of such a property of a given molecule is an approximate sum of the values of the properties of either the atoms or bonds present. It has been shown that the dielectric constant is related to some additive properties and it is thus possible to make some estimate of dielectric properties from consideration of molecular structure. [Pg.117]

This expression is known as the Debye equation. It is therefore obvious that if ttg and p. were to be additive properties then it would be possible to calculate the dielectric constant from a knowledge of molecular structure. [Pg.118]

Now Pe is numerically equal to the molar refraction R which is an additive property. It has been shown that P is a property which can be calculated by adding the refractions of various electron groups. Six values for such partial molar refractions are given in Table 6.3. [Pg.119]

The dipole moment of a molecule is another additive property since it arises from the difference in electronegativity of two atoms connected by a double bond. It should therefore be possible to associate a dipole moment with every linkage. Eucken and Meyer" have suggested the following moments for various linkages (in units of 10 e.s.cm)... [Pg.119]

Hazard recognition and assessment always start from a knowledge of the individual properties of a chemical. What this may include is exemplified by Table 1.3. Additional properties, including those in Table 1.4, are relevant to environmental hazards, e.g. relating to behaviour on spillage or emission, and determination of permissible levels for disposal to air, land or water systems. Other properties may be relevant, e.g. odour which can serve as an, albeit often unreliable, means of detection. (Refer to Table 5.12.)... [Pg.3]

The specific gravity of the soft pure metal is 8.94. Additional properties are ... [Pg.77]

If the intrinsic barrier AGq could be independently estimated, the Marcus equation (5-69) provides a route to the calculation of rate constants. An additivity property has frequently been invoked for this purpose.For the cross-reaction... [Pg.229]

Additional properties useful in detemiining other properties from physieal ... [Pg.251]

Additional properties useful in detennining other properties from physical ... [Pg.257]


See other pages where Additive properties is mentioned: [Pg.131]    [Pg.383]    [Pg.28]    [Pg.276]    [Pg.1]    [Pg.494]    [Pg.360]    [Pg.16]    [Pg.19]    [Pg.160]    [Pg.490]    [Pg.415]    [Pg.576]    [Pg.7]    [Pg.365]    [Pg.407]    [Pg.1196]    [Pg.1507]    [Pg.61]    [Pg.350]   


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Additional Structural Properties

Additional Thermodynamic Properties

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Additive molecular properties

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Additivity and Transferability of Group Properties

Additivity of group properties

Atomic properties additivity

Baking property additive

Beneficial Micro Reactor Properties for Michael Additions

Breaking Down Additional Service Properties

Chemical properties Addition reactions

Control of Interfacial Properties Through Tailor-Made Additives

Effect of Additives on Thermal Properties

Estimating thermochemical properties using group additivity

Failure types and Additional Properties for TS

Feed additives properties

Hartmann function, additive properties

Ionic properties, additivity

Matrix properties involving addition

Mechanical properties additives

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Mixing additives into polymers properties, effect

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Multifunctional additives properties

Non-additive properties

Oxidative-addition ligand steric properties

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Super-additive property

Tablet properties granules, disintegrant addition

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The additivity of group properties

Widespread property upgrading and additive solution examples

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