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Fujita

Fujita et al. were the first to develop a calculation method that was based, analogously to the Hammett approach, on substituent constants r[6] (see Eq. (7))... [Pg.492]

The allyiic oxidation with derivatives of chromic acid (K.B. Wiberg, 1965 H.G. Boscbe, 1975), c.g. di-/-butyl chromate (K. Fujita, 1961), CrOj/pyridine (W.O. Dauben, 1969), or KjCrO (C.Y. Cuiileron, 1970), gives similar products in occasionally very high yields. [Pg.120]

T. Fujita and T. Mizoguchi. Tanabe Seiyaku Kenkyu Nempo. 5, 23 (]960i Chem. Abstr.. 55. 8388. [Pg.205]

Figure 3.9 Log-log plots of modulus versus time for polyisobutylene at 25 C and polystyrene at 135°C. Note the different units of time for the two substances. (From data of A. V. Tobolsky and E. Catsiff and of H. Fujita and K. Ninomiya. From Ref. 4.)... Figure 3.9 Log-log plots of modulus versus time for polyisobutylene at 25 C and polystyrene at 135°C. Note the different units of time for the two substances. (From data of A. V. Tobolsky and E. Catsiff and of H. Fujita and K. Ninomiya. From Ref. 4.)...
Figure 4.17 Experimental stress relaxation moduli of polystyrene measured over about two orders of magnitude in time at the temperatures indicated. [Reprinted with permission from H. Fujita and K. Ninomiya, J. Polym. Sci. 24 233 (1957).]... Figure 4.17 Experimental stress relaxation moduli of polystyrene measured over about two orders of magnitude in time at the temperatures indicated. [Reprinted with permission from H. Fujita and K. Ninomiya, J. Polym. Sci. 24 233 (1957).]...
The correlations between chemical descriptors of molecular properties and biological activity, especially the activity of herbicides and/or plant growth regulators has been described (12). Several alternatives or improvements on the Hansch-Fujita QSAR system have been developed (13—15). [Pg.39]

W. Draber and T. Fujita, eds., National Approaches to Structure, Activity, andEcotoxicology of Agrochemicals, CRC Press, Boca Raton, Fla., 1992. [Pg.56]

R. Fujita and T. Sekiae, Denki Kagaku ojobi Kogyo Butsuri Kagaku 50(6), 491—493 (1982). [Pg.543]


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Fujita Scale

Fujita advantages

Fujita studies

Fujita, E., Nagao, Y., Chiral Induction Using

Fujita, E., Nagao, Y., Chiral Induction Using Heterocycles

Fujita, Makoto

Fujita, Toshio

Fujita-Doolittle equation

Fujita-Nishioka analysis

Hansch-Fujita QSAR approach

Hansch-Fujita approach

Hansch-Fujita method

Hansch-Fujita model

The Substituent Constants of Hansch and Fujita

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