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Action theory

Ovicide action. Theories on the mode of action of ovicides suggested by Hoskins (12) and Martin (13) are summarized as follows ... [Pg.7]

Parsons, T. (1977). Social systems and the evolution of action theory. New York Free Press. [Pg.563]

We can most easily see the importance of the A (Xi) by first considering the relationship between forward and reverse mechanical motions. Using the Onsager-Machlup thermodynamic action theory [11], Bier et al. [12] provided explicit relations based on the principle of microscopic reversibility for the relative probability of a down-slide vs an up-slide on an energy surface, which for Fig. 4 can be expressed as... [Pg.293]

It is plausible that under normal conditions small diflferences in a person s brain corresponding to diflferent mental states (e.g., different intentions) lead by law to correspondingly different bodily movements. That is, that counterfactual dependencies on Lewis s construal of counterfactuals between mental events and bodily events obtains. If so, then mental events cause in the dependence sense bodily events. My proposal is not that Lewis s influence account perfectly captures our intuitive concept of causation. But I do claim that causation as influence is near enough to our folk conception of mental causation to underwrite the role of causation in folk psychology, rational deliberation, action theory, and so on. In the remainder of this chapter, I lay out a case for this claim. [Pg.57]

Todd S (1992) Collective action theory and application. Univtasity of Michigan Press, USA... [Pg.49]

The results confirm that a pore solution zone can be formed in the efflorescence zone in the concrete, and the sulfate concentration was much higher than the lower part under solution and even the exposure solution (10% by mass). The strong chemical reactions occurring in this high concentration pore solution cause severe concrete decay. This also confirms the wick action theory. [Pg.452]

Kim, Jaegwon. 1976. Events as property exemplifications. In Action theory, ed. Douglas Walton and Myles Brand, 159—177. Dordrecht Reidel. [Pg.37]

Fig. 2.15 Variation of the scattering ratio, S90, with concentration of aqueous solutions of diphenyl-methane antihistamines , chlorocyclizine hydrochloride, o, bromodiphenhydramine hydrochlo-ridei , diphenylpyraline hydrochloride , diphenylhydramine hydrochloride (-) calculated from mass action theory. Fig. 2.15 Variation of the scattering ratio, S90, with concentration of aqueous solutions of diphenyl-methane antihistamines , chlorocyclizine hydrochloride, o, bromodiphenhydramine hydrochlo-ridei , diphenylpyraline hydrochloride , diphenylhydramine hydrochloride (-) calculated from mass action theory.
Figure 3.13 Concentrations of micellar, monomeric, and counterion species against total concentration (arbitrary units), calculated from mass action theory for an aggregation number of 100, and with 85 % of counterions bound. Figure 3.13 Concentrations of micellar, monomeric, and counterion species against total concentration (arbitrary units), calculated from mass action theory for an aggregation number of 100, and with 85 % of counterions bound.
An essentially equivalent approach to that of small-systems thermodynamics has been formulated by Corkill and co-workers and applied to systems of nonionic surfactants [94,176]. As with the small-systems approach, this multiple-equilibrium model considers equilibria between all micellar species present in solution rather than a single micellar species, as was considered by the mass-action theory. The intrinsic properties of the individual micellar species are then removed from the relationships by a suitable averaging procedure. The standard free energy and enthalpy of micellization are given by equations of similar form to Equations 3.44 and 3.45 and are shown to approximate satisfactorily to the appropriate mass-action equations for systems in which the mean aggregation number exceeds 20. [Pg.107]

Figure 4.1 Variation of the scattering ratio, Sgo, with concentration for aqueous solutions of , chlorcyclizine hydrochloride O, bromodiphenhydramine hydrochloride , di-phenylpyraline hydrochloride , diphenhydramine hydrochloride. (—) calculated from mass-action theory (Equation 3.36). From Attwood and Udeala [5] with permission. Figure 4.1 Variation of the scattering ratio, Sgo, with concentration for aqueous solutions of , chlorcyclizine hydrochloride O, bromodiphenhydramine hydrochloride , di-phenylpyraline hydrochloride , diphenhydramine hydrochloride. (—) calculated from mass-action theory (Equation 3.36). From Attwood and Udeala [5] with permission.
When the two phenyl rings of the diphenylmethane moiety of adiphenine are linked together in the form of a rigid fluorene group as in pavatrine hydrochloride (I), the association pattern no longer conforms to that of a monodisperse micellar system [22]. The concentration dependence of the light-scattering intensity of pavatrine exhibits no such inflection as that detected in the curve of adiphenine (Fig. 4.8) and cannot be simulated by the mass-action theory. [Pg.135]


See other pages where Action theory is mentioned: [Pg.674]    [Pg.532]    [Pg.432]    [Pg.438]    [Pg.12]    [Pg.62]    [Pg.361]    [Pg.372]    [Pg.310]    [Pg.524]    [Pg.48]    [Pg.201]    [Pg.219]    [Pg.453]    [Pg.127]    [Pg.127]    [Pg.124]    [Pg.124]    [Pg.184]   
See also in sourсe #XX -- [ Pg.48 ]

See also in sourсe #XX -- [ Pg.191 ]




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