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Correlations in nitration

The development of linear free energy correlations of the rate of aromatic substitutions has been discussed ( 7.3). We record here the results of such correlations for nitration. [Pg.194]

Considering that the results used for these plots relate to nitrations carried out under different conditions, the success of the correlations is remarkable. [Pg.194]

Albers, R. J. Kooyman, E. C. (1964). Reel Trav. chim. Pays-Bas Belg. 83, 930- [Pg.196]

(1964). Nitro Compounds, p. 43. Proceedings of the International Symposium, Warsaw, 1963. London Pergamon Press. [Pg.196]

Ingold, C. K. (1953). Structure and Mechanism in Organic Chemistry, ch. 6. London Bell. [Pg.196]


Reactivity numbers of the most reactive positions have been used to correlate the reactivities in nitration (see below) and other substitutions of a series of polycyclic aromatic hydrocarbons, and they give somewhat better correlations than any of the other commonly used indices of reactivity. The relationship shown below, which was discussed earlier ( 7.1.1),... [Pg.132]

In 1945, H. H. Comly first estimated the correlation between nitrates in drinking water and the incidence of methemoglobinemia. Research shortly afterwards showed that no cases of methemoglobinemia had been reported in any area of the United States where the water supply contained less than 45 ppm of nitrate ion. This value has become accepted in USA as the upper limit for the nitrate concentration in drinking water. At present the WHO limit is also 45 ppm of nitrate but the value of 22 ppm of nitrate has been set for EC countries. [Pg.109]

The first three components suggest regional sources of acidic anthropogenic aerosol, the marker elements of a copper smelter, and seasalt, respectively. The fourth component or the ammonium In component three do not provide a ready Interpretation of a known emission or meteorological source of variability. The negative correlation of nitrate with component two Is consistent with separate Influences of the copper smelter and automobile emissions. [Pg.47]

The values for the redox potential for the couple M3 + /M2+ have been estimated57 using a simple ionic model and available thermodynamic data. The results (Table 2) correlate closely with the ionization potentials for the M2+ ions, and are in good agreement with both chemical observations and other estimates obtained by spectroscopic correlations. Irreversible oxidation of terbium(m) to terbium(iv) in aqueous K2C03-K0H solutions has been observed electrochemically 58 the discovery of an intermediate of mixed oxidation state explains partly the reduction behaviour of terbium(iv) deposits. Praseodymium(iv) and terbium(iv) have also been detected in nitrate solutions. [Pg.477]

The correlations in this table indicate a value of 10-15 for/. for fluorine in nitration. [Pg.250]

Young, E. B., Dring, M. J., Savidge, G., Birkett, D. A., and Berges, J. A. (2007a). Seasonal variations in nitrate reductase activity and internal N pools in intertidal brown algae are correlated with ambient nitrate concentrations. Plant Cell Environ. 30, 764—774. [Pg.1443]

Figure 15.7. Stoichiometric correlations among nitrate, phosphate, oxygen, sulfide, and carbon. The correlations can be explained by the stoichiometry of reactions such as equation 3 concentrations are in micromolar, (a) Correlation between nitrate nitrogen and phosphate phosphoms corrected for salt error in waters of the western Atlantic, (b) Correlation between nitrate nitrogen and apparent oxygen utilization in same samples. The points falling off the line are for data from samples above 1000 m (Redfield, 1934, p. 177). (c) Correlation between nitrate nitrogen and carbonate carbon in waters of the western Atlantic, (d) Relation of sulfide sulfur and total carbonate carbon in waters of the Black Sea. Numbers indicate depth of samples. Slope of line corresponds to AS /AC = 0.36. (From data of Skopintsev et al., 1958, as quoted in Redfield et al., 1966.) (e) Correlation of the concentration of nitrogen to phosphate in the Atlantic Ocean (GEOSECS data). The slope through all the data yields an N/P ratio close to 16. Figure 15.7. Stoichiometric correlations among nitrate, phosphate, oxygen, sulfide, and carbon. The correlations can be explained by the stoichiometry of reactions such as equation 3 concentrations are in micromolar, (a) Correlation between nitrate nitrogen and phosphate phosphoms corrected for salt error in waters of the western Atlantic, (b) Correlation between nitrate nitrogen and apparent oxygen utilization in same samples. The points falling off the line are for data from samples above 1000 m (Redfield, 1934, p. 177). (c) Correlation between nitrate nitrogen and carbonate carbon in waters of the western Atlantic, (d) Relation of sulfide sulfur and total carbonate carbon in waters of the Black Sea. Numbers indicate depth of samples. Slope of line corresponds to AS /AC = 0.36. (From data of Skopintsev et al., 1958, as quoted in Redfield et al., 1966.) (e) Correlation of the concentration of nitrogen to phosphate in the Atlantic Ocean (GEOSECS data). The slope through all the data yields an N/P ratio close to 16.
Neither did we find such correlation in waters west of Baja California during September 1979 (23). In the different water types identified in that survey of surface waters, the correlations between temperature, nutrients, and fluorescence were rather poor and varied from one water type to another (Table II). The close correlation between temperature, nitrate, and phosphate just discussed (22) probably exists in freshly upwelled water then, as phytoplankton consume increasing amounts of the initial nutrients, and as solar heating modifies the initial temperature, these close relationships break down. [Pg.344]

Temperature and plant nutrients (nitrate, phosphate, and silicate) were found to be (2-4) inversely correlated in the California Current system. Zentarra and Kamykowski (3) found latitudinal relationships along the west coast of North and South America that could conceivably supplement remote-sensing data with a climatological estimate of the median and... [Pg.373]

The most widespread mistake is the assumption that thermally unstable substances exist in an unchanged state at elevated temperatures in nitrate melts, and processes such as dehydration and decarboxylation are not taken into account. This omission is partially reflected in the conclusion that there is no correlation between the pH of aqueous solutions of some salts (usually, phosphates) and the pO values of the corresponding solutions of these salts in molten KNO3. The reason for this is as follows. [Pg.62]

Resonance and induction have a marked effect on orientation in aromatic substitution. One would therefore expect some correlation between orientation in substitution and the electronic absorption spectra of benzene derivatives. In Table 5.4 the position of the 200 mp benzene band10 and the spectroscopic moments14 have been compared with the percentage of the meta isomer produced in nitration. A fair parallelism is apparent in the three columns. [Pg.47]


See other pages where Correlations in nitration is mentioned: [Pg.194]    [Pg.195]    [Pg.194]    [Pg.195]    [Pg.194]    [Pg.195]    [Pg.194]    [Pg.195]    [Pg.204]    [Pg.45]    [Pg.342]    [Pg.325]    [Pg.11]    [Pg.43]    [Pg.248]    [Pg.338]    [Pg.630]    [Pg.602]    [Pg.17]    [Pg.247]    [Pg.295]    [Pg.602]    [Pg.42]    [Pg.46]    [Pg.338]    [Pg.338]    [Pg.248]    [Pg.603]    [Pg.971]    [Pg.1321]    [Pg.2600]    [Pg.4890]    [Pg.204]    [Pg.374]    [Pg.183]    [Pg.90]    [Pg.25]    [Pg.234]   


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