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Total under thermal activation conditions

Total Oxidation of VOCs under Thermal Activation Conditions 397... [Pg.397]

Total Oxidation under Thermal Activation Conditions... [Pg.416]

The high efficiency may be better understood if one recognizes that in a mixture of silicon tetrachloride and oxygen the chemical equilibrium is totally shifted to silica at the temperatures we apply. The activation energy for the reaction prevents the thermal reaction from proceeding rapidly under the experimental conditions chosen. Thus the plasma merely acts as a catalyst to overcome the activation energy of the reaction. [Pg.118]

A particularly elegant example is the application of Danishefsky s diene [107] to the total synthesis of carbohydrates and carbohydrate derivatives. While it was known that activated aldehydes undergo cycloaddition with electron-rich dienes, the process was not efficient with typical aldehydes under thermal conditions. A major breakthrough was realized [108] with the development of the Lewis acid-catalyzed diene-aldehyde cyclocondensation (LACDAC) reaction, which provided a new strategy for the synthesis of carbohydrates and other polyoxygenated natural products (Scheme 1.4) [109],... [Pg.20]

Dienes 19 and 20 only react with A-phenylmaleimide (21) when the reactions are activated by high pressure cycloadditions with the more reactive dienophile 1 also occur under thermal conditions, but in lower yield. The reactions are totally a ft-(with respect to the unsubstituted benzene ring of the para-cyclophane unit ) enc/o-diastereoselective. DDQ oxidation of cycloadduct 24 led to the aromatized compound 26 while the aromatization of 23 and 25 failed. Interestingly, the cycloaddition between 1 and 19 led to the aromatized compound 22 this clearly indicates that 1,4-benzoquinone also acts as an oxidant. [Pg.242]

The experiments were conducted using trace elements solution containing different concentrations. Each treatment was replicated three times. The rhizome and frond were analyzed for inorganic arsenic. Total arsenic contents in soil and plant were determined by instrumental neutron activation analyses (INAA), Nuclear Reactor lEA-Rlm. The sample irradiation was carried out at the nuclear reactor for 8 h and under thermal neutron flux of 2.7 X 10 ncm s subsequently, a decay time of 3 days and 3 h counting time were employed. The radionuclide activities were measured using a gamma-ray spectrometer comprising a hyper-pure GE detector and associated electronic system. The spectra of the samples were measured under the same experimental conditions of the standard photopeak of 657 keV of As. The amount of anion absorbed was calculated as the difference between the anion concentration before and after reaction with the sod-plant systems. [Pg.236]

In Section 2.1.4, we presented the simplified kinetic scheme for the description of unimolecular reactions for thermal activation. The macroscopic rate constant of the unimolecular reaction kuni depends on the total concentration of the buffer gas [M]. In the limit of low [M] concentration, the rate constant characterizes the activation process, and in the limit of high [M] concentrations the rate constant characterizes the unimolecular reaction. Under the conditions of medium [M] concentrations, the activation rate is comparable with that of unimolecular reactions. Thus, only bears... [Pg.98]

The emission of C02 from anthropogenic activities (the combustion of C-based fossil fuels, deforestation, combustion of woods) amounts to approximately 7.5 Gtc per year, or about 3.5% of the total amount cycled in the natural cycle. However, as the natural systems are unable to use such C02, this leads to its accumulation into the atmosphere. The assumption that an increase of the concentration of C02 in the atmosphere would have boosted both the photosynthesis and the dissolution into the oceans has not been proven to be true. In fact, the solubility of C02 is governed by complex equilibria, while photosynthetic fixation is limited by several factors so that, under the increase of the atmospheric concentration from 280 ppm of the preindustrial era to the present-day 380 ppm, there has not been any sensible improvement of the uptake. Therefore, under natural conditions the uptake of C02 has reached an equilibrium state, and the further increase in atmospheric concentrations may more likely cause climate changes through the greenhouse effect and destabilization of the thermal structure of the atmosphere, than improve the elimination of C02 from the atmosphere. [Pg.337]

Besides the isothermal kinetic methods mentioned above, by which activation parameters are determined by measuring the rate of dioxetane disappearance at several constant temperatures, a number of nonisothermal techniques have been developed. These include the temperature jump method, in which the kinetic run is initiated at a particular constant initial temperature (r,-), the temperature is suddenly raised or dropped by about 15°C, and is then held constant at the final temperature (7y), under conditions at which dioxetane consumption is negligible. Of course, for such nonisothermal kinetics only the chemiluminescence techniques are sufficiently sensitive to determine the rates. Since the intensities /, at 7 ,- and If at Tf correspond to the instantaneous rates at constant dioxetane concentration, the rate constants A ,- and kf are known directly. From the temperature dependence (Eq. 32), the activation energies are readily calculated. This convenient method has been modified to allow a step-function analysis at various temperatures and a continuous temperature variation.Finally, differential thermal analysis has been employed to assess the activation parameters in contrast to the above nonisothermal kinetic methods, in the latter the dioxetane is completely consumed and, thus, instead of initial rates, one measures total rates. [Pg.386]


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See also in sourсe #XX -- [ Pg.415 , Pg.417 ]




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Activation Conditions

Thermal active

Thermal conditioning

Thermal conditions

Thermally activated

Total Oxidation under Thermal Activation Conditions

Total condition

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