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Thermodynamics square schemes

While the above technique can be used in many cases, it does require uncomplicated voltammetry and that significant Ey2 shifts are observed at guest concentrations >10 times the host concentration. If these conditions are not met, then an alternative strategy is needed. The most powerful is to use CV simulation software to fit the experimental CVs to the square scheme or a more complicated mechanism if necessary. This method allows determination of the thermodynamic parameters and possibly the kinetic parameters as well. [Pg.7]

The self-assembly of these squares (Scheme ) from Re(CO)3X is highly efficient and seems thermodynamically controlled (see Self-assembled Inorganic Architectures). ... [Pg.4012]

PCET can occur when the electron and proton are site-differentiated on both the donor and acceptor sides of the reaction. The PT coordinate must still be constrained to a hydrogen bond length scale, however, it is feasible for the ET coordinate to span an extended distance [79-81]. Nevertheless, coupling between the electron and proton may be strong since the redox potentials depend on the protonation state and the pfQ,s depend on the redox state. Consequently, the square scheme of Eig. 17.1 must be used to evaluate the attendant thermodynamics. [Pg.523]

Square schemes related to those discussed in the previous sections have been applied to investigate kinetic, thermodynamic, and mechanistic aspects of redox-induced structural changes in organometallic complexes. The... [Pg.302]

The effect of host-guest complexation on the observable CV response, and vice versa the ability for oxidation and reduction to change the stability of the complex, is best understood with a square scheme (Scheme 1). The equilibria running vertically are chemical (C) steps associated with complexation. Those equilibria running horizontally are the electrochemical (E) steps. The square scheme is a thermodynamic cycle such that when the two redox potentials ( i and 2) are determined in a CV experiment and a is measured independently (e.g., using an NMR titration, see Binding Constants and Their Measurement, Techniques), it is trivial to determine the stability of the oxidized or reduced complex, This... [Pg.440]

Experimentally, such a square scheme (Scheme 1) can be deduced from a real CV titration. The fact that the guest s reduction gets easier is indicated by a shift toward more positive potentials. For oxidations, the shift would be toward more negative potentials. This redox-shift behavior definitively indicates that the complex gets more stable after the ET. Therefore, it is fair to use the formal redox potentials observed from the CVs as the true thermodynamic values in the square scheme that is, E. The H G stability can be independently measured using typical methods, allowing the stability of the reduced (or oxidized) complex (i.e., 3 " ) to be calculated from the three measured parameters 1, 2). [Pg.441]

The first case examined here is the simplest and helps to reinforce the thermodynamic relationships in the square scheme. Here we assume a very large stability of the H G complex (Ka. = 10 ° M ) and that reduction of the guest... [Pg.442]

Figure 9 Supramolecular switching under thermodynamic control. (a) Square scheme for the reduction of G in the presence of host H. The selected thermodynamic parameters correspond to a strong decrease in complex stability upon reduction of the guest, (b) Simulated CV titration corresponding to increasing concentrations of host, from 0 equivalent (red trace) to 5 equivalent (blue trace), (c) Simulated CVs showing the dependence of peak potentials on scan rate 0.01 V s (magenta) and 10 V s (green). Figure 9 Supramolecular switching under thermodynamic control. (a) Square scheme for the reduction of G in the presence of host H. The selected thermodynamic parameters correspond to a strong decrease in complex stability upon reduction of the guest, (b) Simulated CV titration corresponding to increasing concentrations of host, from 0 equivalent (red trace) to 5 equivalent (blue trace), (c) Simulated CVs showing the dependence of peak potentials on scan rate 0.01 V s (magenta) and 10 V s (green).
A thermodynamically stable (silyl)(stannyl)palladium(n) complex is synthesized by an oxidative addition of the Si-Sn linkage to palladium(O) (Scheme 63).267 The complex has the square-planar geometry with a m-arrangement of the silicon and tin atoms. An alkyne reacts with the complex to afford a silastannated product as a mixture of cisjtrans stereoisomers (10 1). [Pg.772]

In this scheme, H, G and HG in normal or subscript positions represent the host, guest and complex species respectively subscripts ox and red indicate that the corresponding symbols or parameters refer to molecules in oxidized and reduced states E° is the formal potential of the electron transfer reaction and K is the stability constant. According to thermodynamics, there are four relationships linking the concentrations of the four molecules at the four corners of the square. These are two Nernst equations for the upper (2) and lower (3) electron transfer reactions,... [Pg.3]

Very recently, Belokon and North have extended the use of square planar metal-salen complexes as asymmetric phase-transfer catalysts to the Darzens condensation. These authors first studied the uncatalyzed addition of amides 43a-c to aldehydes under heterogeneous (solid base in organic solvent) reaction conditions, as shown in Scheme 8.19 [47]. It was found that the relative configuration of the epoxyamides 44a,b could be controlled by choice of the appropriate leaving group within substrate 43a-c, base and solvent. Thus, the use of chloro-amide 43a with sodium hydroxide in DCM gave predominantly or exclusively the trans-epoxide 44a this was consistent with the reaction proceeding via a thermodynamically controlled aldol condensation... [Pg.183]

There is an iterative way to solve this equation numerically Xn- i sir. (x + 1), where n stands for the iteration number. The iterative scheme means choosing any Jto, and then applying many times a sequence of four keys on the calculator keyboard (square, - -, 1, sin). The result (0.0174577) is independent of the starting point chosen. The number 0.0174577 represents an attractor or fixed point for the operation. As a chemical analog of the fixed point may serve as the thermodynamic equilibrium of a system (e.g., dissolving a substance in water), the same can be attained from any starting point (e.g., various versions of making solutions). [Pg.978]

Analogous results were obtained with cis-W. A schematic diagram that illustrates the principal processes believed to be involved in the oxidation of microparticles of cw-Mn or cA-W adhered to an electrode surface in contact with an ionic liquid is provided in Fig. 14.13. The mechanism is now considerably more complicated than for the previously described systems, as dissolved electrogenerated species Oxl (ionic liquid), now undergoes a square reaction scheme. Nevertheless, despite the greater complexity in the ECE reaction mechanism, the voltammetry of adhered microparticles method can be used to determine the relevant thermodynamic and kinetic parameters when step C is a first-order homogeneous reaction, as applies in the case of an isomerization reaction. [Pg.86]


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