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VOLUME 5-0- deriv

Butyl glycol ethers, the largest volume derivatives of -butyl alcohol used ia solvent appHcations (10), are obtained from the reaction of 1-butanol with ethylene oxide. The most important of these derivatives, 2-butoxyethanol, is used principally ia vinyl and acryHc paints as well as ia lacquers and varnishes. It is also employed ia aqueous cleaners to solubilize organic surfactants. 2-Butoxyethanol [111-76-2] has achieved some growth at the expense of the lower alkoxyethanols (ie, methoxy and ethoxyethanol) because of 2-butoxyethanol s lower toxicity. [Pg.358]

Butanol is the highest volume derivative of -butyraldehyde in the United States with nearly twice the production of 2-EH (56% vs. 36.5%). In sharp contrast, in Western Europe, Japan, and all other countries producing butyraldehydes, 2-EH is dominant. [Pg.381]

The title of this three-part volume derives from a key theme of the book—the logic underlying the rational analysis of complex synthetic problems. Although the book deals almost exclusively with molecules of biological origin, which are ideal for developing the fundamental ideas of multistep synthetic design because of their architectural complexity and variety, the approach taken is fully applicable to other types of carbon-based structures. [Pg.440]

The articles and discussion comments contained in this volume derive from a Conference on Inorganic Reaction Mechanisms. The organization of the conference was stimulated both by an interest of the National Science Foundation in surveying the current status of this area and by a need expressed by some 100 researchers active in mechanistic investigations whose opinions were canvassed by the organizers. [Pg.8]

Using the definition of activation volume as given by Eq. (21) for every individual rate constant, the binding volume derived from Km becomes... [Pg.108]

In the test method (ASTM D2638), a sample is dried and ground to pass a 75-mm screen. The mass of the volume is determined directly, and the volume derived by the volume of helium displaced when the sample is introduced into a helium pycnometer. The ratio of the mass of the sample to the volume is reported as the real density. [Pg.299]

Many of the papers presented in this volume derive from presentations made at the 12th... [Pg.5]

I want to make it easy for you to experiment with the exotic properties of hyperspheres by giving you the equation for their volume. (Derivations for the following formulas are in the Apostol reference in Further Readings.) The formulas permit you to compute the volume of a sphere of any dimension, and you ll find that it s relatively easy to implement these formulas using a computer or hand calculator. The volume of a -dimensional sphere is... [Pg.109]

Based on a differential cylindrical control volume, derive steady-state momentum balances for the axial and circumferential directions, i.e., the Navier-Stokes equations. [Pg.196]

Again, based on the differential cylindrical control volume, derive the total energy equation. [Pg.196]

In the theory of Hoeve based on the loop-train model, at is correlated with the excluded volume derived from Eq. (B-34) by... [Pg.42]

The above example gives us an idea of the difficulties in stating a rigorous kinetic model for the free-radical polymerization of formulations containing polyfunctional monomers. An example of efforts to introduce a mechanistic analysis for this kind of reaction, is the case of (meth)acrylate polymerizations, where Bowman and Peppas (1991) coupled free-volume derived expressions for diffusion-controlled kp and kt values to expressions describing the time-dependent evolution of the free volume. Further work expanded this initial analysis to take into account different possible elemental steps of the kinetic scheme (Anseth and Bowman, 1992/93 Kurdikar and Peppas, 1994 Scott and Peppas, 1999). The analysis of these mechanistic models is beyond our scope. Instead, one example of models that capture the main concepts of a rigorous description, but include phenomenological equations to account for the variation of specific rate constants with conversion, will be discussed. [Pg.168]

Butanol is a platform chemical with several large-volume derivatives and is used as a solvent and in plasticizers, amino resins, and butylamines (48). Butanol can also be used as a biobased transportation fuel and is more fuel efficient than ethanol on a volume basis. [Pg.881]

The definition of the cavity (shape and size) is an intricate and delicate question that may have a considerable influence on the results (even qualitatively). In the original Onsager s theory, the molecular cavity was defined as a sphere and the volume was taken equal to the partial molecular volume of the solute in the solution. In practice, this volume can be assumed to be equal to the average volume in the pure liquid. Experimental values are then easily deduced from the experimental density of the liquid at 20°C when this quantity is available. Obviously, in SCRF applications, it became rapidly necessary to achieve a theoretical definition of the cavity applicable to any molecular structure. In former works carried out by our group [28,62], it was shown that a simple linear relationship exists between the experimental volume derived from the liquid density (Onsager s recipe) and the van der Waals volume, i.e., the volume enclosed by a set of overlapping atomic spheres with Bondi radii [63], Roughly, this relationship is... [Pg.27]

Emphasis was therefore put on analytical procedures able to determine many elements in parallel and/or requiring almost no previous separation. procedures preferred were X-ray fluorescence using a Am source and Si(Li)-detector, atomic absorption spectrophotometry, gamma spectrometry using tracer isotopes and Ge(Li)-detector and acid-base titrations with recording of the pH-volume derivative. Table 2 summarises the use of these methods for the different elements, and it also gives a rough indication of interferences, sensitivity and accuracy obtained. [Pg.201]

The value of V i derived from a, b and h is generally larger than V s, the measure of the sand used to refill the crater. This may arise from the change in the height of sand around the crater after the explosion. The difference between the two methods is not great and the simple measurement suffice. However if the use of extra charge or insufficient charge results in a non-ellipti crater, the value of the volume derived from the measurements of a, b and h may not be correct Also if the sand under the steel tube is too hard, the conical crater cannot be formed. If the sand becomes hard, the... [Pg.230]

Somewhat similar differences in isotherm shape have been reported by other investigators (Franke et al., 1993 Rathousky et al., 1994 Ravikovitch et al., 1995 Schmidt et al., 1995 Llewellyn et al., 1996). Very recently (Branton et al., 1997), a 3.4 nm siliceous form of MCM-41 has been found to give a reversible Type IV nitrogen isotherm with a sharp pore-filling step in the range p/p = 0.33-0.37. The values of the BET area and pore volume derived from the nitrogen isotherm are recorded in Table 12.5. Carbon tetrachloride isotherms were determined on the 3.4 nm siliceous MCM-41 at the temperatures of 273, 288, 303 and 323 K. These isotherms were essentially of Type V that at 325 K was completely reversible, while the others had narrow, almost vertical hysteresis loops of Type HI (see Figure 12.8). [Pg.422]

Rubin and Gaden [46] who assumed that cl.f = cz..o and that the liquid volume in the foam, could be neglected compared to the total foam volume, derived a relationship for the minimum accumulation ratio... [Pg.669]

Since the internal pressure is actually defined in a slightly different way, values of internal pressure approach those of the cohesive pressure only for nonpolar and non-associated solvents (cf Table 3-2 in Section 3.2) [228-232, 237], Internal pressure is a measure of the instantaneous volume derivative of the cohesive pressure during isothermal expansion of a hquid (cf Eq. (3-6) in Section 3.2). Because of the experimental difficulty in obtaining real internal pressures, it is usual to refer to A Fv/ Fm as the internal pressure of a hquid. [Pg.220]

In the experiments described here the volume of liquid adsorbate which was injected was sufficient to saturate the intra-granular mesopores. This volume was calculated from a knowledge of the sample meiss in the cell and the mesopore volume, derived from the nitrogen adsorption isotherms, (eg for the kinetic measurements with the S2M silica, this mass was 42mg for each of the two samples and the injected volume was 40 pi.) This volume was injected via the hypodermic needle, to the base of the cell which was below the zone of the incident neutron beam. The transmissions for the different samples was in a range of 0.7 to 0.9, being typieal for such porous silicas in these standard quartz neutron scattering cells. [Pg.69]

Specific micropore volumes derived from the Horvath-Kawazoe (HK) and Dubinin-Astakhov (DA) methods. Characteristic energies from the Dubinin-Astakhov equation. [Pg.590]

Kvisi, H., Chowdhiiry, B-, Grangard, U-, Tylen, U-, and Sjostrom, L. (1988). Total and visceral adipose-tissue volumes derived from measurements with computed tomography in adult mon and women. Am. /. Clin. Nutr. 48,1351-1361. [Pg.415]

Note added.—Since this work was completed, Zhou et al. [22] measured the compressibility of K3C60 and Rb3C o and found rf(lna)/t/P 1.20x 10 and 1.52X 10 GPa , respectively, which validates our assumption. These compressibilities imply logarithmic volume derivatives of T, of 11 and 7 for K3C60 and Rb3C6o, respectively. Furthermore, Fleming et al. have arrived indirectly at conclusions similar to ours on the... [Pg.158]

Use the following terms to complete the concept map volume, derived unit, mass, density, base unit, time, length. [Pg.50]

Adding chlorine to C = C bonds is a more important industrial route to alkyl halides than the free-radical reactions just described. Billions of kilograms of 1,2-dichloroethane (commonly called ethylene dichloride) are manufactured each year, making this compound the largest volume derived organic chemical. It is made by adding chlorine to ethylene over an iron(III) oxide catalyst at moderate temperatures (40-50°C), either in the vapor phase or in a solution of 1,2-dibromoethane ... [Pg.293]

Total Porosities. The total pore volume of a microporous crystal can usually be estimated from the amounts of water (polar sorbents) or N2 (polar or non-polar sorbents) which fill the pores. With polar sorbents isotherms of water are very rectangular at room temperature with all sorbents this is true of N2 at liquid nitrogen temperatures. The flat tops of the isotherms then permit estimates of saturation uptakes. From these amounts, if one assumes that the co-volumes of H2O and N2 are the same as in their liquids at the respective experimental temperatures, the pore volumes per g. or per cm3 Qf crystal can be found. Total pore volumes can also be estimated from the calculated free volume of each cavity and the number of cavities per g. or per cm3 of crystal. Table 4 gives, for zeolites, approximate total pore volumes derived from ideal compositions quoted by Meier and Olson [22]. Nitrogen monolayer equivalent areas per cm3 of crystal are also derived, assuming a co-volume of N2 at-195°C of 55.2 x 10-24 cm3 per molecule, and a 00-area of 16.2 x 10 16 cm2. The porosities and areas in Table 4 place the zeolites among high capacity sorbents. [Pg.548]

Like other zinc-blende type compounds GeSi is an infrared active material. The optical phonon at the F-point is associated with an electric dipole moment which is related to the transverse effective charge e. In terms of ap and its volume derivative (see eq. (49) of Ref. [8]), is given by... [Pg.882]


See other pages where VOLUME 5-0- deriv is mentioned: [Pg.659]    [Pg.13]    [Pg.130]    [Pg.318]    [Pg.144]    [Pg.220]    [Pg.679]    [Pg.4536]    [Pg.123]    [Pg.462]    [Pg.410]    [Pg.1435]    [Pg.722]    [Pg.60]    [Pg.584]    [Pg.77]    [Pg.311]    [Pg.126]   
See also in sourсe #XX -- [ Pg.305 , Pg.307 ]




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Carbohydrates, acidic derivatives VOLUME

Derivation retention volume

Derivative Volume

Potential parameters volume derivatives

Temperature Derivatives of Pressure and Volume

Volume Derivatives of Potential Parameters

Volume derivation, expressions

Volume derived base unit

Volume derived units expression

Volume temperature derivatives

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