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Energy versus time diagrams

As stated earlier, when chemical kinetics is taught for the first time in the school curriculum it does not usually involve mathematical equations. However, diagrams (e.g., concentration versus time and energy versus path of reaction) and concepts (e.g., activation energy, aetivated complex, catalysis) are always introduced as part of this initial qualitative treatment. Thus, problems related to the use of language may also emerge as an... [Pg.307]

Figure 18.15 A simple Brownian ratchet. Fix) is the free energy versus x, the one-dimensional coordinate of motion. There are four steps, as follows. (1) The ligand L binds to a iow-energy weli. (2) L is released. (3) L diffuses randomly in +x and -X directions for a time Totf. Because Fix) is asymmetric, the particle is more likely to move to the right of x = a than to the left of x = b, as indicated by the shading in the diagram of probabiiity p(x). (4) At the finai diffusional value of x, L binds again, and roils downhill to the nearest energy minimum. The cycle repeats. Figure 18.15 A simple Brownian ratchet. Fix) is the free energy versus x, the one-dimensional coordinate of motion. There are four steps, as follows. (1) The ligand L binds to a iow-energy weli. (2) L is released. (3) L diffuses randomly in +x and -X directions for a time Totf. Because Fix) is asymmetric, the particle is more likely to move to the right of x = a than to the left of x = b, as indicated by the shading in the diagram of probabiiity p(x). (4) At the finai diffusional value of x, L binds again, and roils downhill to the nearest energy minimum. The cycle repeats.
The topochemical reaction can be induced thermally and/or photochemically and/or by electron-beam irradiation. For TS the thermal conversion versus time (Fig. 9.4) is strongly temperature dependent and highly non-linear. The thermodynamics of the integral reaction has been investigated extensively by Bloor et al. [10], Eckhardt et al. [11], Chance et al. [11], and others. The reaction diagram (Fig. 9.5) for TS shows that the dark reaction is thermally activated and has an activation energy of 1 eV per monomer. It is exothermic with a polymerization enthalpy of 1.6 eV per addition of one monomer. The entire reaction is irreversible and the TS6-polydiacetylene (PTS) crystals are not solvable in ordinary solvents. [Pg.125]

An interesting observation is that the decay of the excited planar form is clearly non exponential, while the decay of the twisted state is exponential, at least for "long" times, i.e. after the solvent has relaxed. Thus the deactivation of the twisted state is a "classical" reaction, because it occurs from a species which has had time enough to equilibrate with its surrounding. The twisted state corresponds to a local minimum in a potential-energy-versus nuclear-and-solvent-coordinates diagram. By contrast, the deactivation of the planar excited state is an example of ultrafast reaction for which the Boltzmann equilibrium is not reached (Note that the conversion to the twisted form involves almost no activation energy). [Pg.321]

The miscible blend of poly(slyrene) (PS) and poly(viityl methyl ether) (PVME). The phase diagram is shown in Figure 18 (see Chapter 5, Transitions in Polymers). We recognize lower critical solution temperature (LCST) behavior above 152 °C. A plot of interaction parameter times temperature, xT, versus temperature, indicates clearly the LCST (Figure 19). We get also energy and excess entropy contribution to parameter x from this plot AU/R = - 43 K, S /R = -0.1 (Equation (23)). [Pg.189]

As can be seen from Eq. 5.8, a plot of logarithm of time-to-failuie versus reciprocal absolute temperature (such a plot is referred to as an Arrhenius diagram) is a linear relationship, which can be extrapolated to application temperatures. Knowing the activation energy, serviee lifetime h for application temperature T can be calculated from service lifetime t2 measured at high temperature Ti. [Pg.154]


See other pages where Energy versus time diagrams is mentioned: [Pg.1789]    [Pg.213]    [Pg.194]    [Pg.400]    [Pg.395]    [Pg.527]    [Pg.335]    [Pg.211]    [Pg.140]    [Pg.826]    [Pg.387]    [Pg.1200]    [Pg.6371]    [Pg.433]    [Pg.519]    [Pg.115]    [Pg.258]    [Pg.103]   
See also in sourсe #XX -- [ Pg.42 , Pg.43 , Pg.44 , Pg.45 ]




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