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Complex pressure-dependent systems

So far, we only considered single-well and single-channel reactions. Often pressure-dependent reactions proceed via several isomerization steps and have many different product channels. In the following we will discuss such systems and the specific problems arising from them. [Pg.121]

The (modified) strong collision assumption allows us to separate this reaction into several steps [Pg.122]

Note that we treat the species A and B in energy-resolved form but deal with A and B as bulk species. This allows us to consider the deactivation steps as energy independent. With the steady-state concentrations of A and B determined, the rate constant /fiso,A is given by [Pg.122]

At the high-pressure limit ([M] oo) the pressure dependence cancels out and we obtain the same result as for unimolecular reactions forming [Pg.122]

For [M]- 0 we find a linear dependence of the low-pressure rate constant on [M] [Pg.123]


To transmit and control power through pressurized fluids, an arrangement of interconnected components is required. Such an arrangement is commonly referred to as a system. The number and arrangement of the components vary from system to system, depending on the particular application. In many applications, one main system supplies power to several subsystems, which are sometimes referred to as circuits. The complete system may be a small, compact unit or a large, complex system that has components located at widely separated points within the plant. The basic components of a hydraulic system are essentially the same regardless of the complexity of the system. Seven basic components must be in a hydraulic system. These basic components are ... [Pg.586]

The simplicity and accuracy of such models for the hydration of small molecule solutes has been surprising, as well as extensively scrutinized (Pratt, 2002). In the context of biophysical applications, these models can be viewed as providing a basis for considering specific physical mechanisms that contribute to hydrophobicity in more complex systems. For example, a natural explanation of entropy convergence in the temperature dependence of hydrophobic hydration and the heat denaturation of proteins emerges from this model (Garde et al., 1996), as well as a mechanistic description of the pressure dependence of hydrophobic... [Pg.316]

Iron(III)-catalyzed autoxidation of ascorbic acid has received considerably less attention than the comparable reactions with copper species. Anaerobic studies confirmed that Fe(III) can easily oxidize ascorbic acid to dehydroascorbic acid. Xu and Jordan reported two-stage kinetics for this system in the presence of an excess of the metal ion, and suggested the fast formation of iron(III) ascorbate complexes which undergo reversible electron transfer steps (21). However, Bansch and coworkers did not find spectral evidence for the formation of ascorbate complexes in excess ascorbic acid (22). On the basis of a combined pH, temperature and pressure dependence study these authors confirmed that the oxidation by Fe(H20)g+ proceeds via an outer-sphere mechanism, while the reaction with Fe(H20)50H2+ is substitution-controlled and follows an inner-sphere electron transfer path. To some extent, these results may contradict with the model proposed by Taqui Khan and Martell (6), because the oxidation by the metal ion may take place before the ternary oxygen complex is actually formed in Eq. (17). [Pg.408]

The partial pressure Po. depends on temperature, because the equilibrium constant K is a function of temperature. It is also possible to make use of a more complex gas mixing system, such as H2O + H2, CO2 + H2, COj + CO. [Pg.46]

For the rigid entrance/rigid exit complex-forming bimolecular reaction HO + CO — H + CO2, which passes through HOCO, a separated-step conventional Rice-Ramsperger-Kassel-Marcus (RRKM) treatment extremely well reproduces the experimental temperature and pressure dependences of this four-atom system. [Pg.869]

In natural systems, carbonates react with a variety of solutions at different pressures and temperatures. The processes involved in these reactions are complex, but depend significantly on the solubilities of the carbonate minerals, their surface chemistries, and dissolution and precipitation kinetics. In this chapter, we have... [Pg.85]

Ethyl bromide, in a static system, was studied at 724.5-755.1 K103. The pressure dependence for the HBr elimination was observed in its fall-off region. Evaluation of the rate coefficients was performed by using the RRKM theory and the values were compared with the experimental observation. The work reported an activation energy of 216.3 kJ moT1 and an Arrhenius A factor of 1012 5. The low-frequency factor was rationalized in terms of the formation of a tight activated complex and a molecular elimination as a prevalent reaction mode. [Pg.1085]

Faulkner et al. performed surface-confined electrochemistry at high pressures to probe the structure of the transition state during the oxidation of a tethered ferrocene probe (analogous to System 4) [139]. In these studies, the ferrocene-containing SAMs on gold were subjected to pressures between 1 and 6000 atm. The pressure dependence of the anodic peak potential reveals a positive volume of activation for oxidation, which is consistent with a solvent reorganization in the transition state, which allows ion complexation. This study demonstrates the importance of structural and environmental effects on surface-confined electron-transfer processes. [Pg.2944]

Reactions (68) and (69) are chain branching and so the system is potentially explosive. However, the pressure dependent reaction, (70), is in direct competition with the H + O2 chain branching reaction leading to a complex pressure and temperature dependence of the explosion limits as shown in Fig. 2.40. [Pg.223]

Most pressure-dependent rate constants are measured in kinetics studies using inert gases as third bodies . But air is the usual oxidizing agent in combustion systems, and therefore, the main third body is N2, for which few data exist. Furthermore, there is little empirical or theoretical guidance in extrapolating data from inert gases to more complex molecules. [Pg.252]


See other pages where Complex pressure-dependent systems is mentioned: [Pg.121]    [Pg.121]    [Pg.96]    [Pg.168]    [Pg.1115]    [Pg.118]    [Pg.393]    [Pg.200]    [Pg.8]    [Pg.75]    [Pg.86]    [Pg.56]    [Pg.65]    [Pg.68]    [Pg.59]    [Pg.411]    [Pg.179]    [Pg.116]    [Pg.96]    [Pg.200]    [Pg.2]    [Pg.135]    [Pg.91]    [Pg.384]    [Pg.15]    [Pg.18]    [Pg.959]    [Pg.199]    [Pg.47]    [Pg.9]    [Pg.314]    [Pg.938]    [Pg.860]    [Pg.393]    [Pg.241]    [Pg.64]    [Pg.2306]    [Pg.277]    [Pg.1283]    [Pg.75]   


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Systems complexity

Systems dependence

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