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Constant equivalent response

Effects data applicable for QSAR analyses are reported in terms of a constant equivalent response - that is, isoeffective concentrations that correspond to the number of moles of the compounds evoking the same effect. Activity measures such as toxicity parameters should be based on a dose-response curve, not only on a single point determination. Various factors act as determinants in dose-response relationships, such as route of exposure, duration of exposure and species sensitivity (Figure 2.8). [Pg.56]

One way of carrying out this approximation is to set the force constants mainly responsible for the high frequencies equal to infinity. (In the example of the hydrocarbons these would bo the force constants for the stretching of the CII bonds.) This is equivalent to preventing any change in the corresponding coordinate. Therefore one could merely drop these coordinates out of the expressions for the kinetic and potential energies, Eqs. (1) and (4), Sec. 4-3. If the secular equation in the form of Rq. (6), Sec. 4-3,... [Pg.243]

In this section, we consider the transient adsorption of a solute from a dilute solution in a constant-volume, well-mixed batch system or, equivalently, adsorption of a pure gas. The solutions provided can approximate the response of a stirred vessel containing suspended adsorbent particles, or that of a very short adsorption bed. Uniform, spherical particles of radius are assumed. These particles, initially of uniform adsorbate concentration, are assumed to be exposed to a step change in concentration of the external fluid. [Pg.1517]

Under potentiostatic conditions, the photocurrent dynamics is not only determined by faradaic elements, but also by double layer relaxation. A simplified equivalent circuit for the liquid-liquid junction under illumination at a constant DC potential is shown in Fig. 18. The difference between this case and the one shown in Fig. 7 arises from the type of perturbation introduced to the interface. For impedance measurements, a modulated potential is superimposed on the DC polarization, which induces periodic responses in connection with the ET reaction as well as transfer of the supporting electrolyte. In principle, periodic light intensity perturbations at constant potential do not affect the transfer behavior of the supporting electrolyte, therefore this element does not contribute to the frequency-dependent photocurrent. As further clarified later, the photoinduced ET... [Pg.220]

In a typical voltammetric experiment, a constant voltage or a slow potential sweep is applied across the ITIES formed in a micrometer-size orifice. If this voltage is sufficiently large to drive some IT (or ET) reaction, a steady-state current response can be observed (Fig. 1) [12]. The diffusion-limited current to a micro-ITIES surrounded by a thick insulating sheath is equivalent to that at an inlaid microdisk electrode, i.e.,... [Pg.380]

This is equivalent to assuming a constant standard error in the measurement of the j response variable, and at the same time the standard errors of different response variables are proportional to the average value of the variables. This is a "safe" assumption when no other information is available, and least squares estimation pays equal attention to the errors from different response variables (e.g., concentration, versus pressure or temperature measurements). [Pg.147]

Arrhenius postulated in 1887 that an appreciable fraction of electrolyte in water dissociates to free ions, which are responsible for the electrical conductance of its aqueous solution. Later Kohlrausch plotted the equivalent conductivities of an electrolyte at a constant temperature against the square root of its concentration he found a slow linear increase of A with increasing dilution for so-called strong electrolytes (salts), but a tangential increase for weak electrolytes (weak acids and bases). Hence the equivalent conductivity of an electrolyte reaches a limiting value at infinite dilution, defined as... [Pg.29]

The actual limit value of rr, below which the time constraint is met for a given transducer, is somewhat ambiguous. For a 0.5 MHz transducer (response time 2 xs), Mulder et al. [297] set this limit at 60 ns, based on the observation of a maximum of amplitude of the photoacoustic wave with the concentration of phenol and calculating rr from the rate constant of reaction 13.24, k = 3.3 x 108 mol-1 dm3 s-1 [298]. Later, Wayner et al. [293] empirically choose 100 ns as that limit and used laser flash photolysis results to adjust the phenol concentration until the lifetime of reaction 13.24 was less than that limit. In any case, the safest way of ensuring that the time constraint is being met is to verify it experimentally by varying the concentration of substrate until the observed waveform reaches a maximum (or, equivalently, until the final A0bs77 value reaches a maximum). [Pg.203]

Thus, in the empty system the equilibrium constant q is determined only by the interaction energies Condition (4.7.9) is equivalent to the condition q = 1. We shall see in Section 4.7.3 that the equilibrium constant q is also responsible for transmitting information between the two ligands across the boundary between the two subunits. [Pg.103]

The rotating disc electrode is constructed from a solid material, usually glassy carbon, platinum or gold. It is rotated at constant speed to maintain the hydrodynamic characteristics of the electrode-solution interface. The counter electrode and reference electrode are both stationary. A slow linear potential sweep is applied and the current response registered. Both oxidation and reduction processes can be examined. The curve of current response versus electrode potential is equivalent to a polarographic wave. The plateau current is proportional to substrate concentration and also depends on the rotation speed, which governs the substrate mass transport coefficient. The current-voltage response for a reversible process follows Equation 1.17. For an irreversible process this follows Equation 1.18 where the mass transfer coefficient is proportional to the square root of the disc rotation speed. [Pg.18]


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See also in sourсe #XX -- [ Pg.56 ]




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