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Elimination as a function of the

Table 6.7. Extent of Syn Elimination as a Function of the Leaving Group in the S-Decyl System"... Table 6.7. Extent of Syn Elimination as a Function of the Leaving Group in the S-Decyl System"...
They demonstrated that electron-deficient R groups and electron-rich R substituents at S accelerated the reductive elimination. They proposed 123 (Lj = DPPE, R = Ph, R = Ar) as a transition state, where R acts as an electrophile and thiolate as a nucleophile. The Hammet plot for the reductive elimination showed that the resonance effect of the substituent in R determines the inductive effect of the R group, and the effect in SR showed an acceptable linear relationship with the standard o-values. The relative rate for sulfide elimination as a function of the hybrid valence configuration of the carbon center bonded to palladium followed the trend sp > sp spl... [Pg.247]

Extent of syn elimination as a function of the leaving group in the 5-decyl system... [Pg.812]

Standards used to constmct a cahbration curve must be prepared such that the matrix of the standard is identical to the sample s matrix because the values of the parameters k and b associated with a linear cahbration curve are matrix dependent. Many areas of chemical analysis are plagued by matrix effects, and it is often difficult to duphcate the sample matrix when preparing external standards. Because it is desirable to eliminate matrix effects, cahbration in the sample matrix itself can be performed. This approach is called the standard addition method (SAM) (14). In this method, the standards are added to the sample matrix and the response of the analyte plus the standard is monitored as a function of the added amount of the standard. The initial response is assumed to be Rq, and the relationship between the response and the concentration of the analyte is... [Pg.427]

An important difference between Protein-Pak columns and other size exclusion columns is the silica backbone of the Protein-Pak columns. Because the silica structure is unaffected by the solvent, these columns do not swell or shrink as a function of the solvent. This is a general advantage compared to other size exclusion columns. However, silica-based columns can only be used up to pH 8, which limits their applicability. Also, surface silanols are accessible for interaction with the analytes, but this phenomenon has been minimized by proper derivatization techniques. Generally, a small amount of salt in the mobile phase eliminates interaction with silanols. [Pg.346]

Because of this form, the applications of the elimination method for N2 — 1 times to Cf. ih ) as a function of the argument = ih for fixed k permit us to find a solution of problem (13) by means of formula (15). As can readily be observed, the calculations of the Fourier coefficients p. and solutions 2/jj can be carried out by the same formulas related to common sums of the special type... [Pg.651]

Subsequently, because the electron temperature is known as a function of the electric field E, the temperature Te can be used instead of as a parameter for coefficients and rates, by elimination of E. Thus, the coefficients are available both as a function of E and of Te. Both the loeal electrie field [225, 269] and the electron temperature [239,268] have been used as parameters in fluid modeling. [Pg.69]

Figure 6.2. Typical ignition delay of an alkane fuel as a function of the initial mixture s temperature. Three different kinetic models are shown (a) High temperature chemistry only that is, no peroxy radical chemistry, (b) Same as (a), but the Q OOH chain-branching channel of the peroxy radicals has been considered, (c) Same as (b), bnt the concerted elimination of RO2 to alkene + HO2 has been considered. (Figure courtesy of Timothy Barckholtz, ExxonMobil Research and Engineering.)... Figure 6.2. Typical ignition delay of an alkane fuel as a function of the initial mixture s temperature. Three different kinetic models are shown (a) High temperature chemistry only that is, no peroxy radical chemistry, (b) Same as (a), but the Q OOH chain-branching channel of the peroxy radicals has been considered, (c) Same as (b), bnt the concerted elimination of RO2 to alkene + HO2 has been considered. (Figure courtesy of Timothy Barckholtz, ExxonMobil Research and Engineering.)...
Instead of using the oral bioavailability of a drug, one can attempt to correlate PM values with permeability coefficients generated from in situ perfused intestinal preparations. Here, one eliminates the complexities of liver metabolism, clearance, and formulation variables. Recently, this type of in vitro-in situ correlation has been conducted using the model peptides (described previously in Section V.B.2). The permeabilities of these model peptides were determined using a perfused rat intestinal preparation which involved cannulation of the mesenteric vein (Kim et al., 1993). With this preparation, it was possible to measure both the disappearance of the peptides from the intestinal perfusate and the appearance of the peptides in the mesenteric vein. Thus, clearance values (CLapp) could be calculated for each peptide. Knowing the effective surface area of the perfused rat ileum, the CLapp values could be converted to permeability coefficients (P). When the permeability coefficients of the model peptides were plotted as a function of the lipophilicity of the peptides, as measured by partition coefficients in octanol-water, a poor correlation (r2 = 0.02) was observed. A better correlation was observed between the permeabilities of these peptides and the number of potential hydrogen bonds the peptide can make with water (r2 = 0.56,... [Pg.326]

In analytical practice, they are best recognized by the determination of xtest as a function of the true value xtrue, and thus, by analysis of certified reference materials (CRMs). If such standards are not available the use of an independent analytical method or a balancing study may provide information on systematic errors (Doerffel et al. [1994] Kaiser [1971]). In simple cases, it may be possible, to estimate the parameters a, / , and y, in Eq. (4.5) by eliminating the unknown true value through appropriate variation of the weight of the test portions or standard additions to the test sample. But in the framework of quality assurance, the use of reference materials is indispensable for validation of analytical methods. [Pg.94]

Other Cg hydrocarbons. The dehydrogenation of normal hexane and 2,3-di methyl butane also proceeds but not as voraciously on small platinum clusters. Figure 8 is a plot of the hydrogen content in the first adduct as a function of the size of the platinum metal cluster. The metal atom reacts via dihydrogen elimination to produce PtC6Hi2 products. The platinum trimer is now the smallest cluster that will produce a C H near one. The similarity of size dependent dehydrogenation of the normal hexane and the branched molecule suggest that these systems may not readily aromatize these alkanes. Further structural studies are needed to identify the reaction products. [Pg.63]

The albedo depends on surface properties—whether ocean, land, or ice—on the presence or absence of clouds, and on the zenith angle of the sun. The formulation I use is based on a detailed study by Thompson and Barron (1981). I have fitted to the results of their theory the analytical expressions contained in subroutine SWALBEDO. Figures 7-2 and 7-3 illustrate the calculated albedos for various conditions Figure 7—2 shows the variation of albedo for clear and cloudy skies over land and ocean as a function of the daily average solar zenith angle, results that were calculated using subroutine SWALBEDO. The temperature was taken to be warm enough to eliminate ice and snow. The most important parameter is cloud cover, because the difference between land and ocean is most marked... [Pg.106]

Fig. 29 EM-profiles for competing intramolecular elimination and substitution from o- 0C6H40(CH2) 4Br [1] in 99% Me2SO as a function of the size n of the cyclic transition states. The point for the elimination reaction where n = 6 is an estimate for the upper reactivity limit. (Reproduced with permission from Dalla Corte/ al., 1983)... Fig. 29 EM-profiles for competing intramolecular elimination and substitution from o- 0C6H40(CH2) 4Br [1] in 99% Me2SO as a function of the size n of the cyclic transition states. The point for the elimination reaction where n = 6 is an estimate for the upper reactivity limit. (Reproduced with permission from Dalla Corte/ al., 1983)...
For reasons of roundoff errors due to water being the dominant species, a simplification is introduced for dilute solutions (Morel and Hering, 1993). One unknown and one equation are simultaneously eliminated from the set of conservation equations which make the recipe. The unknown species HzO is expressed as a function of the unknowns OH- and H+, which assigns OH- a — 1 H+ coefficient, and the OH- conservation equation (first column in Table 6.1) is left out. [Pg.320]

Rearranging and combining to eliminate 7, give the output variable 7z as a function of the two input variables, 7 and Q,. [Pg.324]

In order to estimate the order of magnitude of the internal electrical field, the two flux equations for the ions and electrons may be solved for the electrostatic potential gradient (rather than eliminating this quantity) as a function of the local difference in concentration (Weppner, 1985). [Pg.214]

The band profile obtained as a numerical solution of Equation 10.10 gives the concentration distribution as a function of the reduced time at the column end, i.e., at location x= 1, regardless of the column length. The band profile depends only on the column efficiency, the boundary conditions, the phase ratio, and the sample size (which is part of the boundary conditions). The mobile phase velocity has been eliminated from the mass balance equation and the apparent axial dispersion coefficient has been replaced by the plate number. [Pg.281]

Mathematically express the expenses as a function of the variables related to the equipment otherwise use variables that define the operation such as temperature, pressure, and concentration. The final expression should include all pertinent expenses, eliminating those that are not significant. Frequently only one variable is used. [Pg.39]

The energy increments from omitting selected basis functions are not additive, thus, using the amormt that the energy is raised by elimination as a measure of the importance of various configurations is not a tmique process, since the result depends upon the order of elimination. Nevertheless, the previous exercise was instructive. [Pg.43]

It should be recalled that the final step in the nodular iron treatment process is termed "post inoculation." The purpose of this procedure is to aid in the elimination of iron carbides and promote enhanced nucleation and proper growth of graphite spheroids. This is accomplished by the introduction of the element silicon (usually a ferrosilicon alloy) along with calcium and maybe some magnesium or rare earth. It has been demonstrated that the benefits of rare earth additions are not affected as a function of the time in the process that they are added (23). For example, the elimination of iron carbides by use of the rare earths is possible if the rare earths are introduced along with the primary nodulizer or with the post inocu-lant. In passing, it should be remarked that both the primary nodulizers and ferrosilicon inoculants contain about 1% calcium. [Pg.33]


See other pages where Elimination as a function of the is mentioned: [Pg.404]    [Pg.370]    [Pg.626]    [Pg.322]    [Pg.166]    [Pg.168]    [Pg.449]    [Pg.66]    [Pg.272]    [Pg.10]    [Pg.28]    [Pg.213]    [Pg.248]    [Pg.28]    [Pg.254]    [Pg.239]    [Pg.427]    [Pg.241]    [Pg.193]    [Pg.54]    [Pg.255]    [Pg.34]    [Pg.39]   


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