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Reactant drops

The graphs of each of the species concentrations are plotted as a function of position along the tube z and time t. At the edges of the graphs for the concentrations of A and B we see the boundary and initial conditions. All values are unit or zero concentration as we had specified. As we move through time, we see the concentrations of both species drop monotonically at any position. Furthermore, if we take anytime slice, we see that the concentrations of reactants drop exponentially with position—as we know they should. At the longer times the profiles of... [Pg.456]

Fractional Life Method The half-life method can be extended to any fractional life method in which the concentration of reactant drops to any fractional value F = C /Cao in time The derivation is a direct extension of the half-life method giving... [Pg.49]

The kinetics of coating growth is basically dependent on temperatures. A CVD reaction is divided into either surface kinetic or mass transport control. Figure 11 shows a model as how the growth process depends on the surface kinetics and mass control regimes. is the concentration of the bulk gas and is the concentration at the substrate interface. The concentration of the reactants drops from the bulk to the substrate surface and the corresponding mass flux is given by,... [Pg.35]

The supernatant layer of alcohol prevents the reactants dropping directly onto the sodium ethoxide and causing local overheating. [Pg.93]

Mass transport control of electrode reactions can be caused by one of two physical processes. In the first case, the interfacial concentration of the reactant drops to zero, i.e., the electron transfer reaction consumes the species as quickly as it arrives at the interface. In the second case, the interfacial concentration of the product reaches saturation. When these conditions prevail, the rate of mass transport is at its limiting (maximum) value. Limiting current densities, ij and in, for anodic and cathodic partial reactions, respectively, are... [Pg.56]

In a linear potential sweep experiment performed on a RDE, the potential of the working electrode is scanned from a potential where no reaction occurs to a potential that causes a reaction to occur. A limiting current is achieved when the overpotential is high enough so that the reaction rate is determined by the mass transport rate of the reactant at a given electrode rotation rate. The surface concentration of the reactant drops to zero, and a steady mass transport profile is attained as C/L, where L is the diffusion layer thickness. At a fixed electrode rotation rate, L does not change, and thus C/L does not change. Therefore, a steady-state diffusion-controlled current is achieved, described by the Levich equation ... [Pg.568]

Macroscopic properties often influence tlie perfoniiance of solid catalysts, which are used in reactors tliat may simply be tubes packed witli catalyst in tlie fonii of particles—chosen because gases or liquids flow tlirough a bed of tliem (usually continuously) witli little resistance (little pressure drop). Catalysts in tlie fonii of honeycombs (monolitlis) are used in automobile exliaust systems so tliat a stream of reactant gases flows witli little resistance tlirough tlie channels and heat from tlie exotlieniiic reactions (e.g., CO oxidation to CO,) is rapidly removed. [Pg.2701]

Catalyst particles are usually cylindrical in shape because it is convenient and economical to fonii tliem by extmsion—like spaghetti. Otlier shapes may be dictated by tlie need to minimize tlie resistance to transport of reactants and products in tlie pores tlius, tlie goal may be to have a high ratio of external (peripheral) surface area to particle volume and to minimize the average distance from tlie outside surface to tlie particle centre, witliout having particles tliat are so small tliat tlie pressure drop of reactants flowing tlirough tlie reactor will be excessive. [Pg.2702]

Sulfonation. The main sulfonation product of quinoline at 220°C is 8-quinoHnesulfonic acid [85-48-3]-, at 300°C it rearranges to 6-quinolinesulfonic acid [65433-95-6] (10). Optimum conditions for sulfonation, 2 h at 140°C and a 1 4 quinoline/40% (wt) oleum ratio, produces 80% yield. The yield drops to 64% at 130°C with a 1 3 reactant ratio (11). Somewhat higher, but variable, yields of 8-quinoHnesulfonic acid hydrochloride [85-48-3] have been reported with chlorosulfonic acid (12). [Pg.389]

At higher total flow rates, particularly when the Hquid is prone to foaming, the reactor is a pulsed column. This designation arises from the observation that the pressure drop within the catalyst bed cycles at a constant frequency as a result of Hquid temporarily blocking gas or vapor pathways. The pulsed column is not to be confused with the pulse reactor used to obtain kinetic data ia which a pulse of reactant is introduced into a tube containing a small amount of catalyst. [Pg.507]

The exchange current is directiy related to the reaction rate constant, to the activities of reactants and products, and to the potential drop across the double layer. The larger the more reversible the reaction and, hence, the lower the polarization for a given net current flow. Electrode reactions having high exchange currents are favored for use in battery apphcations. [Pg.511]

A catalyst manufactured using a shaped support assumes the same general size and shape of the support, and this is an important consideration in the process design, since these properties determine packing density and the pressure drop across the reactor. Depending on the nature of the main reaction and any side reactions, the contact time of the reactants and products with the catalyst must be optimized for maximum overall efficiency. Since this is frequendy accompHshed by altering dow rates, described in terms of space velocity, the size and shape of the catalyst must be selected carehiUy to allow operation within the capabiUties of the hardware. [Pg.194]

It is advisable to start the reduction as soon as the reactants are mixed. The yield dropped to 87% when the reaction mixture was allowed to stand for 3 hours before hydrogenating. [Pg.33]

Another way to describe reaction rates is by half-life, t/, the amount of time it takes for the reactant concentration to drop to one half of its original value. When the reaction follows a first-order rate law, rate = -krxn[reactant], ti is given by ... [Pg.14]

Diels and Meyer found that the exothermic reaction obtained on dropping pyridine into dimethyl acetylenedicarboxylate in methanol gave a mixture of the indolizine (108) and a methoxymethylindolizine formulated as (109), and some dimethyl fumarate and dimethyl methoxyfumarate. Later workers - obtained only the methoxymethylindolizine in rather poor yield. The indolizine (108) has also been isolated from the products obtained when the addition reaction was carried out in ether, but in this case the course of the reaction was very susceptible to the presence of impurities in the ether, and the results indicated that ethanol was necessary as a reactant. ... [Pg.154]

The dependence of reaction rate on concentration is readily explained. Ordinarily, reactions occur as the result of collisions between reactant molecules. The higher the concentration of molecules, the greater the number of collisions in unit time and hence the faster the reaction. As reactants are consumed, their concentrations drop, collisions occur less frequently, and reaction rate decreases. This explains the common observation that reaction rate drops off with time, eventually going to zero when the limiting reactant is consumed. [Pg.288]

When a voltaic cell operates, supplying electrical energy, the concentration of reactants decreases and that of the products increases. As time passes, the voltage drops steadily. Eventually it becomes zero, and we say that the cell is dead. At that point, the redox reaction taking place within the cell is at equilibrium, and there is no driving force to produce a voltage. [Pg.493]

An apparatus with four necks makes possible the introduction of solid reactants without removal of the condenser or dropping funnel. [Pg.53]

With regard to metals or oxides, the violence of reaction depends on concn of the performic acid as well as the scale and proportion of the reactants. The following observations were made (Ref 1) with additions of 2—3 drops of about 90% performic acid. Ni powder becomes violent Hg, colloidal Ag and Th powder readily cause explns. Zn powder causes a violent exp In immediately. Fe powder (and Si) are ineffective alone, but a trace of Mn dioxide promotes deflagration. Ba peroxide, Cu oxide, impure Or trioxide, Ir dioxide, Pb dioxide, Mn dioxide, and V pentoxide all cause violent decompn, sometimes accelerating to expin. Pb oxide, trilead tetraoxlde and Na peroxide all cause an immediate violent expin... [Pg.659]


See other pages where Reactant drops is mentioned: [Pg.316]    [Pg.385]    [Pg.27]    [Pg.439]    [Pg.318]    [Pg.456]    [Pg.47]    [Pg.316]    [Pg.385]    [Pg.27]    [Pg.439]    [Pg.318]    [Pg.456]    [Pg.47]    [Pg.1939]    [Pg.512]    [Pg.340]    [Pg.387]    [Pg.38]    [Pg.507]    [Pg.519]    [Pg.511]    [Pg.172]    [Pg.196]    [Pg.196]    [Pg.90]    [Pg.791]    [Pg.2126]    [Pg.143]    [Pg.144]    [Pg.127]    [Pg.199]    [Pg.60]    [Pg.409]    [Pg.1485]    [Pg.83]    [Pg.961]   
See also in sourсe #XX -- [ Pg.35 ]




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