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Possible Temperature Dependence of

As in the case of intermolecular excimer formation, it should be recalled that difficulties may arise from the possible temperature dependence of the excimer lifetime, when effects of temperature on fluidity are investigated. It is then recommended that time-resolved fluorescence experiments are performed. The relevant equations established in Chapter 4 (Eqs 4.43-4.47) must be used after replacing ki[M] by k. ... [Pg.236]

Instead, a wide variety of spectroscopic and electrochemical titration methods are often employed to determine the equilibrium constants for a molecular recognition process at several different temperatures, which are then analyzed by the van t Hoff equation to give the thermodynamic parameters for the process. However, there is a critical tradeoff between the accuracy of the value obtained and the convenience of the measurement since the thermodynamic parameters, evaluated through the van t Hoff treatment, do not take into account the possible temperature dependence of the enthalpy change, i.e. heat capacity, and are less accurate in principle. In fact, it has been demonstrated with some supramolecular systems that the van t Hoff treatment leads to a curved plot and therefore the thermodynamic parameters deviated considerably from those determined by calorimetry.3132 Hence one should be cautious in handling thermodynamic parameters determined by spectroscopic titration and particularly in comparing the values for distinct systems determined by different methods. [Pg.63]

The statistical shift of E and the possible temperature dependence of the conduction energy, which complicate the analysis of the conductivity, also enter into the thermopower equations. However, o(J) and S T) can be combined into a function Q T) which eliminates the statistical shift, since the Fermi energy position drops out of the combined expression (Beyer and Overhof 1979),... [Pg.243]

There is no direct information available on any possible temperature dependence of the craze refractive index. However, it might be expected that the temperature dependence is similar to that of the bulk material, which e.g. in PMMA increases by less than 1 % in the temperature range of 60 °C to —30 °C Also, measurements of the refractive index of the broken craze layer in PMMA at 25° and 60 C showed a constant value of 1.32 + 0.01 which is just the same as for the unloaded craze at room temperature. [Pg.115]

For a possible temperature dependence of the chemical weathering rates, the following should be noted in rivers occurring from the tundra to the humid tropics, a temperature range of about 20-25°C, concentrations of Si02(aq) increase by a factor of 5, from about 3 to 15 mg L 1 (Meybeck, in press). An comparable increase by a factor of 5 characterizes the rales of net carbon fixation... [Pg.522]

This means that even if in a specific case we expect Ea to be temperature-dependent, our experiments may be not accurate enough, and/or our temperature range not wide enough to prove that JcJ is indeed different from zero. In that case, all we can report is the mean value of Ea over the temperature range considered. The same considerations apply, of course, to a possible temperature-dependence of (see, e.g., Ref. 21). These questions will be touched upon again in Section VII. [Pg.236]

Fig. 5.6. Schematic view of the possible temperature dependence of the intrinsic viscosity [q]... Fig. 5.6. Schematic view of the possible temperature dependence of the intrinsic viscosity [q]...
Fig. 116. Schematic shape of K for a HTSC (on a logarithmic scale). Curves A and B are possible temperature dependences of K for different groups of materials and samples. Fig. 116. Schematic shape of K for a HTSC (on a logarithmic scale). Curves A and B are possible temperature dependences of K for different groups of materials and samples.
Fig. 16 and B-values derived from stretching experiments, we can make some estimates. First, at the same crosslink density of 10%, the compression modulus B of E60/40 is about a third of that for E70/30. If the value S 50 nm, characteristic of the low temperature state of E70/30, is divided by 3 we arrive at = 29 nm, which is close to the saturated correlation length S 27 nm of E60/40. Second, a reasonable value of the percolation limit of the present elastomers is Co = 0.04. Then, neglecting a possible temperature dependence of the modulus B, the ratio should be (6) 2.4. Considering first E70/30, taking 5% 150 nm (at the transition point to nematic phase) and io% — 50 nm at low temperatures, we arrive at a ratio = 3, close to our estimate. However, for E60/40 we find... [Pg.224]

Figure 8.34 shows the three possible temperature dependencies of the overall crystallization rate. Explain. [Pg.197]

In retrospect, by inspecting the literature, we find a confirmation of this variance (see for instance Ref. [67]). Peak intensities of bands originally assigned to Franck-Condon components of the excilonic emission have random relative intensities. This would not be possible if the bands were intrinsically vibronic. Since we know that the excilonic emission, as it is observed in single crystals, is rather sharp at low temperatures, we were forced to reconsider the assignment of the fluorescence of thin films. From the temperature dependence of the fluorescence effi-... [Pg.102]

In order to study the chaiged photoexcitalions in conjugated materials in detail their contribution to chaige transport can be measured. One possible experiment is to measure thermally stimulated currents (TSC). Next, we will compare the results of the TSC-expcrimenls, which are sensitive to mobile thermally released charges trapped after photoexcilation, to the temperature dependence of the PIA signal (see Fig. 9-17) which is also due to charged states as discussed previously. [Pg.466]

The partial molar entropy of a component may be measured from the temperature dependence of the activity at constant composition the partial molar enthalpy is then determined as a difference between the partial molar Gibbs free energy and the product of temperature and partial molar entropy. As a consequence, entropy and enthalpy data derived from equilibrium measurements generally have much larger errors than do the data for the free energy. Calorimetric techniques should be used whenever possible to measure the enthalpy of solution. Such techniques are relatively easy for liquid metallic solutions, but decidedly difficult for solid solutions. The most accurate data on solid metallic solutions have been obtained by the indirect method of measuring the heats of dissolution of both the alloy and the mechanical mixture of the components into a liquid metal solvent.05... [Pg.121]

The temperature dependence of the 7-E plots gives important information about the electrolyte, and also opens up the possibility of extrapolating the electronic properties to lower and higher temperatures. [Pg.548]

The rate constants for chain transfer and propagation may well have a different dependence on temperature (i.e. the two reactions may have different activation parameters) and, as a consequence, transfer constants are temperature dependent. The temperature dependence of Clr has not been determined for most transfer agents. Care must therefore he taken when using literature values of Clr if the reaction conditions are different from those employed for the measurement of Ctr. For cases where the transfer constant is close to 1.0, it is sometimes possible to choose a reaction temperature such that the transfer constant is 1.0 and thus obtain ideal behavior. 3... [Pg.282]

The temperature dependence of electrical conductivity has been used [365] to distinguish between the possible structural modifications of the Mn02 yielded by the thermal decomposition of KMn04. In studies involving additives, it is possible to investigate solid-solution formation, since plots of electrical conductivity against concentration of additive have a characteristic V-shape [366]. [Pg.32]

Such considerations appear to be very relevant to the deformation of polymethylmethacrylate (PMMA) in the glassy state. At first sight, the development of P200 with draw ratio appears to follow the pseudo-affine deformation scheme rather than the rubber network model. It is, however, not possible to reconcile this conclusion with the temperature dependence of the behaviour where the development of orientation reduces in absolute magnitude with increasing temperature of deformation. It was proposed by Raha and Bowden 25) that an alternative deformation scheme, which fits the data well, is to assume that the deformation is akin to a rubber network, where the number of cross-links systematically reduces as the draw ratio is increased. It is assumed that the reduction in the number of cross-links per unit volume N i.e. molecular entanglements is proportional to the degree of deformation. [Pg.99]

Solution The analysis could be carried out using mole fractions as the composition variable, but this would restrict applicability to the specific conditions of the experiment. Greater generality is possible by converting to concentration units. The results will then apply to somewhat different pressures. The somewhat recognizes the fact that the reaction mechanism and even the equation of state may change at extreme pressures. The results will not apply at different temperatures since k and kc will be functions of temperature. The temperature dependence of rate constants is considered in Chapter 5. [Pg.129]


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