Big Chemical Encyclopedia

Chemical substances, components, reactions, process design ...

Articles Figures Tables About

Thermodynamic View

The heats of adsorption provide a direct measure of the strength of the bonding between adsorbate and the active site at the surface of solid substance. Therefore, it is of importance to estimate these values, particularly in the domain of catalysis where the strength of active sites determines the mechanism and the yield of certain process. One possible way to determine the heat of adsorption is to apply calorimetry, experimental technique which provides the heats of adsorption as a function of the adsorbed amount (—AH = f(n ), where Ua is the adsorbed amount and — AH is, in that case, so-called differential heat) [9]. The heats of adsorption can be derived also from the variation of adsorption with temperature. In that case, Clausius-Clapeyron equation and the data from isosteric measurements are used (in that way, so-called isosteric enthalpy of adsorption can be obtained). [Pg.135]

The extent of surface coverage (or simply surface coverage), reached as a result of adsorption, is usually denoted as 0. It is a ratio between adsorbed particles number (Nadi) and the number of adsorption sites available at a surface (usually denoted as active sites - Nsurf). 0 = Nads/ surf The chemical equilibrium between adsorbed species and gas phase particles is reached when chemical potentials of adsorbate particles in both phases are equal (the rates of adsorption and desorption are equal) and it is characterized by constant value of surface coverage 9. The temperature dependence of the gas pressurep required for equilibrium between the adsorption and desorption can be calculated from the Clausius-Clapeyron equation [6], Neglecting the volume of the condensed surface phase, this relation becomes  [Pg.136]


Complex IV Cytochrome c Oxidase The Thermodynamic View of Chemiosmotic Coupling ATP Synthase... [Pg.673]

Secondly, it is usual to calculate only a few points which are assumed to be characteristic with full optimization of geometry instead of the complete potential energy surface 48). For a pure thermodynamical view it is enough to know the minima of the educts and products, but kinetic assertions require the knowledge of the educts and the activated complex as a saddle point at the potential energy surface (see also part 3.1). [Pg.183]

The General Thermodynamic View of Ecosystem Evolution in this Book. 426... [Pg.415]

FIGURE 9.10 Thermodynamic view of cobalt surface segregation in the presence of CO (and H2). Activating catalyst restructuring under Fischer-Tropsch conditions. [Pg.172]

Spin-spin fluctuations can compete with spin-lattice effects an energy hwic can be supplied by a phonon as well as by a spin fluctuation in the dipolar field. A simple thermodynamic view is shown in Fig. 8. For convenience only two distinct carbon... [Pg.80]

A Thermodynamic View for Global Understanding of Molecular Recognition. 67... [Pg.55]

A THERMODYNAMIC VIEW FOR GLOBAL UNDERSTANDING OF MOLECULAR RECOGNITION " ... [Pg.67]

Shaikh, S. A., Ahmed, S. R., and Jayaram, B., A molecular thermodynamic view of DNA-drug interactions a case study of 25 minor-groove binders. Arch. Biochem. Biophys. 429, 81-99 (2004). [Pg.225]

Biltonen RL. A statistical-thermodynamic view of cooperative structural-changes in phospholipid-bilayer membranes-Their potential role in biological function. J. Chem. Thermodyn. 1990 22 1-19. [Pg.903]

Fig. 3.1. A, The respiratory chain. Q and c stand for ubiquinone and cytochrome c, respectively. Auxiliary enzymes that reduce ubiquinone include succinate dehydrogenase (Complex II), a-glycerophosphate dehydrogenase and the electron-transferring flavoprotein (ETF) of fatty acid oxidation. Auxiliary enzymes that reduce cytochrome c include sulphite oxidase. B, Thermodynamic view of the respiratory chain in the resting state (State 4). Approximate values are calculated according to the Nernst equation using oxidoreduction states from work by Muraoka and Slater, (NAD, Q, cytochromes c c, and a oxidation of succinate [6]), and Wilson and Erecinska (b-562 and b-566 [7]). The NAD, Q, cytochrome b-562 and oxygen/water couples are assumed to equilibrate protonically with the M phase at pH 8 [7,8]. E j (A ,/ApH) for NAD, Q, 6-562, and oxygen/water are taken as —320 mV ( — 30 mV/pH), 66 mV (- 60 mV/pH), 40 mV (- 60 mV/pH), and 800 mV (- 60 mV/pH) [7-10]. FMN and the FeS centres of Complex I (except N-2) are assumed to be in redox equilibrium with the NAD/NADH couple, FeS(N-2) with ubiquinone [11], and cytochrome c, and the Rieske FeS centre with cytochrome c [10]. The position of cytochrome a in the figure stems from its redox state [6] and its apparent effective E -, 285 mV in... Fig. 3.1. A, The respiratory chain. Q and c stand for ubiquinone and cytochrome c, respectively. Auxiliary enzymes that reduce ubiquinone include succinate dehydrogenase (Complex II), a-glycerophosphate dehydrogenase and the electron-transferring flavoprotein (ETF) of fatty acid oxidation. Auxiliary enzymes that reduce cytochrome c include sulphite oxidase. B, Thermodynamic view of the respiratory chain in the resting state (State 4). Approximate values are calculated according to the Nernst equation using oxidoreduction states from work by Muraoka and Slater, (NAD, Q, cytochromes c c, and a oxidation of succinate [6]), and Wilson and Erecinska (b-562 and b-566 [7]). The NAD, Q, cytochrome b-562 and oxygen/water couples are assumed to equilibrate protonically with the M phase at pH 8 [7,8]. E j (A ,/ApH) for NAD, Q, 6-562, and oxygen/water are taken as —320 mV ( — 30 mV/pH), 66 mV (- 60 mV/pH), 40 mV (- 60 mV/pH), and 800 mV (- 60 mV/pH) [7-10]. FMN and the FeS centres of Complex I (except N-2) are assumed to be in redox equilibrium with the NAD/NADH couple, FeS(N-2) with ubiquinone [11], and cytochrome c, and the Rieske FeS centre with cytochrome c [10]. The position of cytochrome a in the figure stems from its redox state [6] and its apparent effective E -, 285 mV in...
The respiratory chain catalyses transfer of reducing equivalents from NADH generated in the mitochondrial matrix or M space, to dioxygen (Fig. 2.1A). Fig. 2.1B shows a thermodynamic view, giving the operational redox potentials ( ,) for the main individual components (for details, see below). The total redox span is about 1.11 V for oxidation of NADH, and about 760 mV for oxidation of ubiquinol (or succinate). [Pg.51]

Although amorphous pharmaceutical materials can be readily isolated and may persist for many thousands of years,they are in fact a thermodynamically metastable state and will eventually revert to the more stable crystalline form. Fig. 4 shows a snapshot in time of the free energy-temperature relationship for a material that can be isolated as both an amorphous form and a crystalline form. This quasi-equilibrium thermodynamic view of the amorphous state shows that the amorphous form has a significantly higher free energy than the crystalline form, and illustrates why it is expected to have a much higher aqueous solubility and significantly different physical properties (e.g., density). [Pg.86]

Thermodynamics views a chemical reaction as a process in which atoms flow from reactants to products. If the reaction is spontaneous and is carried out at constant T and P, thermodynamics requires that AG < 0 for the process (see Section 13.7). Consequently, G always decreases during a spontaneous chemical reaction. When a chemical reaction has reached equilibrium, AG = 0 that is, there is no further tendency for the reaction to occur in either the forward or the reverse direction. We will use the condition AG = 0 in the following three subsections to develop the mass action law and the thermodynamic equilibrium constant for gaseous, solution, and heterogeneous reactions. [Pg.580]

Thermodynamic View. Generally, there are three types of stability for emulsions ... [Pg.382]

From a thermodynamic view, typical efficiency is about 10% for distillation (can be improved with intercondensers). Most other separation processes are not more efficient. [Pg.2542]

As described previously, the main aspect of intercalation/deintercalation from a thermodynamic view point is that the concentration of the guest ion can change, without any change in the space group and lattice parameter of the host structure. Under electrochemical equilibrium conditions, therefore, the galvanic potential difference between two electrodes - that is, the cell voltage - can be derived as ... [Pg.135]

The understanding of the basic mechanism of photolysis of silver halide is incomplete yet vital for the planning and interpretation of experiments. This fact is illustrated by the ramifications inherent in the contemporary discussions of the latent image in silver halide. There are the conventional Gurney-Mott mechanism (1) and the thermodynamic model ((5,9). We have described the Gurney-Mott model. The thermodynamic view envisages nucleation of a supersaturated concentration of silver atoms in silver halide as induced by light. Obviously the effect of external variables is quite different in the two mechanisms. [Pg.68]

We may readily find Eq. 9.15 by substituting the relation for an isentropic process for a perfect gas in Eq. 4.40. We may find Eq. 9.13 by substituting the isothermal relation for a perfect gas in Eq. 4.40 and using the entropy balance to solve for dQldm (Prob. 9.24). Thus, we may find exactly the same results by a mechanical view of what happens inside the compressor or by a thermodynamic view of the compressor as the system from the outside. [Pg.345]

Fig. 6 showed CO2 TPD on fresh 8 wt% Ni/AbOp catalyst in He flow after pretreatment. CO2 was adsorbed on the catalyst at room temperature (300 K). A broad CO2 desorption peak appeared at 420 K on the CO2 TPD profiles and CO desorption was not detected. This exhibited that CO2 weakly adsorbed on the catalyst and only a kind of adsorption state of CO2 formed. From the point of thermodynamic view, dissociated adsorption of CO2 is impossible on the reduced nickel catalyst. Hereby, it was reasonable that no CO2 dissociation was observed from TPD profiles. [Pg.106]

A Thermodynamic View for Clobally Understanding Molecular Recognition 21S... [Pg.215]

Thermodynamic view of cobalt surface segregation in FT-synthesis ... [Pg.192]

Oels, H. J., and Rehage, G., Pressure-volume-temperature measurements on atactic polystyrene thermodynamic View, Macromolecules, 10, 1036-1043 (1977). [Pg.189]


See other pages where Thermodynamic View is mentioned: [Pg.248]    [Pg.692]    [Pg.446]    [Pg.56]    [Pg.81]    [Pg.92]    [Pg.205]    [Pg.387]    [Pg.56]    [Pg.81]    [Pg.92]    [Pg.271]    [Pg.284]    [Pg.5]    [Pg.549]    [Pg.446]    [Pg.307]   


SEARCH



Molecular thermodynamic view

Steady state thermodynamic view

Thermodynamic view, adsorption

Thermodynamic view, adsorption polymers

© 2024 chempedia.info