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Transient perturbation

The use of IR pulse technique was reported for the first time around the year 2000 in order to study a catalytic reaction by transient mode [126-131], A little amount of reactant can be quickly added on the continuous flow using an injection loop and then introduce a transient perturbation to the system. Figure 4.10 illustrates the experimental system used for transient pulse reaction. It generally consists in (1) the gas flow system with mass flow controllers, (2) the six-ports valve with the injection loop, (3) the in situ IR reactor cell with self-supporting catalyst wafer, (4) the analysis section with a FTIR spectrometer for recording spectra of adsorbed species and (5) a quadruple MS for the gas analysis of reactants and products. [Pg.121]

Figure 16. The stability of a steady state, as determined by a rate balance plot [287]. Left panel The rate of synthesis and consumption vcon of a substrate S. Right panel The (net) flux difference vnet vco . The steady state value S° is locally stable After transient perturbation... Figure 16. The stability of a steady state, as determined by a rate balance plot [287]. Left panel The rate of synthesis and consumption vcon of a substrate S. Right panel The (net) flux difference vnet vco . The steady state value S° is locally stable After transient perturbation...
In practice, current distribution rarely approaches a uniform distribution. Instead it is a complex function of cell geometry, characteristics of the electrode surfaces, etc. It is sometimes possible to determine experimentally an effective or average value of /fohmic using transient perturbation techniques. However, in many situations it is difficult to distinguish ohmic and electrode polarization, for instance where the electroactive material is... [Pg.39]

These equations offer an adequate basis for the development of the negative membrane potential of 70 to 90 mV. Excitation as a process characterizing nerve and muscle cells is associated with a transient reduction or abolition of this membrane potential, and in some cases with a temporary "overshoot" or reversal of its polarity. Just as for the membrane potential, these major but transient perturbations in the production of action potentials have been adequately modeled in dynamics of ionic equilibria by Hodgkin and Huxley (2). [Pg.271]

The degree of perturbation is in proportion to the original radiating potential the response is again in proportion to the extra number of charges rs around the second particle. This transient perturbed charge on the second colloid radiates back to the first particle. The two fluctuations then interact as e z/kD jz from the first colloid times c-zAd jz back from the second colloid to give the doubly screened form e 2z/k D /z2. [Pg.92]

In the present chapter current relaxation theories will be described first both damping of harmonically generated disturbances and relaxations to transient perturbations. Thereafter, experiments are described, based on the damping of capillary and longitudinal waves, oscillation behaviour of bubbles. Also transient relaxations with pendent drop and drop and bubble pressure measurements are shown. Finally, applications to different interfaces, using surfactants, surfactant mixtures, polymers and polymer/surfactant mixtures are discussed. [Pg.205]

Finally, mathematical models have proved useful in accounting for the phase advances or delays induced by transient perturbations of the circadian clock (Winfree, 1970, 1980 Drescher, Cornelius Reusing, 1982). These studies are of particular interest, given that phase response... [Pg.465]

The model for circadian oscillations in PER protein and per mRNA is closely related to the model proposed some 30 years ago by Goodwin (1963,1965), who discussed the conditions in which a protein repressing the transcription of its gene can produce sustained oscillations in the levels of that protein and its mRNA. A model of the Goodwin type was used explicitly for circadian rhythms, to determine phase response curves with respect to transient perturbations (Drescher et al, 1982). [Pg.488]

Based on these basic equations Danov et al. [33] derived several expressions especially for the relaxation of adsorption layers after a transient perturbation. For a small perturbation of the interfacial layer from equilibrium the change in the adsorption of the surfactant ion and the counterions is obtained in the following... [Pg.316]

There are two steady states in iodate-arsenite system in a CSTR as observed by De Kepper et al. [18, 19]. It is found that there exist two steady states for certain initial values of [I03]q and [H3As03]q and the flow rate. The transition from one state to the other may be induced by a suitable transient perturbation, e.g. injection of a small amount of some species into the CSTR or a temporary change in the flow rate. [Pg.129]

The NOE is the transient perturbation of spin I when neighbor spin S is perturbed. Depending on which (double-qnantum or zero-quantum) transitions predominate, the sign of NOE is different. Thns, the frequency of the fluctuations dictates the sign and the intensity of the observed NOE. Since fluctuations arise from the reorientation of the molecnle, the sign and intensity of NOE will depend strongly on the size of the molecnle. Small molecules reorient very fast and double quantum transitions will predominate. This sitnation is referred to as POSITIVE NOE. It... [Pg.273]


See other pages where Transient perturbation is mentioned: [Pg.166]    [Pg.211]    [Pg.132]    [Pg.13]    [Pg.325]    [Pg.6381]    [Pg.71]    [Pg.143]    [Pg.121]    [Pg.1147]    [Pg.6380]    [Pg.34]    [Pg.289]    [Pg.235]    [Pg.10]    [Pg.269]   
See also in sourсe #XX -- [ Pg.316 , Pg.329 ]




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