Addition reactions thermodynamics

The intramolecular Michael addition11 of a nucleophilic oxygen to an a,/ -unsaturated ester constitutes an attractive alternative strategy for the synthesis of the pyran nucleus, a strategy that could conceivably be applied to the brevetoxin problem (see Scheme 2). For example, treatment of hydroxy a,/ -unsaturated ester 9 with sodium hydride furnishes an alkoxide ion that induces ring formation by attacking the electrophilic //-carbon of the unsaturated ester moiety. This base-induced intramolecular Michael addition reaction is a reversible process, and it ultimately affords the thermodynamically most stable product 10 (92% yield). 

Addition reactions of the a-seleno lithium reagent 26 to carbonyl compounds have been undertaken 27. The a-seleno lithium reagents are configurationally labile at — 78 °C 27 28 and, therefore, the diastereoselectivity observed with 26 ( 90 10) does not significantly depend on the nature of the electrophile but rather reflects the thermodynamic ratio of the diastereomeric lithium compounds. 

The presence of an (applied) potential at the aqueous/metal interface can, in addition, result in significant differences in the reaction thermodynamics, mechanisms, and structural topologies compared with those found in the absence of a potential. Modeling the potential has been a challenge, since most of today s ab initio methods treat chemical systems in a canonical form whereby the number of electrons are held constant, rather than in the grand canonical form whereby the potential is held constant. Recent advances have been made by mimicking the electrochemical model... 

To what extent is the partitioning of simple aliphatic and benzylic a-CH-substituted carbocations in nucleophilic solvents controlled by the relative thermodynamic driving force for proton transfer and nucleophile addition reactions It is known that the partitioning of simple aliphatic carbocations favors the formation of nucleophile adducts (ksjkp > 1, Scheme 2) and there is good evidence that this reflects, at least in part, the larger thermodynamic driving force for the nucleophilic addition compared with the proton transfer reaction of solvent (A dd U Scheme 6).12 21,22,24... 

Reactions a and b in Scheme 8 represent different ways of coordination of butadiene on the nickel atom to form the transoid complex 27a or the cisoid complex 27b. The hydride addition reaction resulted in the formation of either the syn-7r-crotyl intermediate (28a), which eventually forms the trans isomer, or the anti-7r-crotyl intermediate (28b), which will lead to the formation of the cis isomer. Because 28a is thermodynamically more favorable than 28b according to Tolman (40) (equilibrium anti/syn ratio = 1 19), isomerization of the latter to the former can take place (reaction c). Thus, the trans/cis ratio of 1,4-hexadiene formed is determined by (i) the ratio of 28a to 28b and (ii) the extent of isomerization c before addition of ethylene to 28b, i.e., reaction d. The isomerization reaction can affect the trans/cis ratio only when the insertion reaction d is slower than the isomerization reaction c. 

There are several unique features about PAC. First, PAC and the related methods are the only experimental techniques currently available, which can measure the heats of reaction of carbenes on the microsecond and faster time scale. This usually allows for an accurate determination of the heats of formation of these reactive intermediates. Second, PAC can monitor the reactions of transients which are optically transparent, i.e. do not have an UV-VIS optical absorbance. Hence, in addition to thermodynamics, PAC can also provide important kinetic information about these invisible species. 

As discussed in Section 11.15.4 on thermodynamic aspects, dinitrotetrazolo[l,5- ]pyridines 11 are electrophiles and can react with nucleophilic species in addition reactions as shown in Scheme 18 <1994IZV1278, 2003OBC2764>. In the presence of alcohols on addition of the alcoholate anion in position 5 of tetrazolo[l,5-tf]pyridine takes place. The primary addition product 12 formed in an equilibrium was characterized by its H NMR spectrum and can be isolated in the form of potassium salts 62 in good to high yields 53-96% <1994IZV1278>. 

Wagner gave a quantitative thermodynamic theory based on a simple addition reaction of type... 

A different approach towards titanium-mediated allene synthesis was used by Hayashi et al. [55], who recently reported rhodium-catalyzed enantioselective 1,6-addition reactions of aryltitanate reagents to 3-alkynyl-2-cycloalkenones 180 (Scheme 2.57). In the presence of chlorotrimethylsilane and (R)-segphos as chiral ligand, alle-nic silyl enol ethers 181 were obtained with good to excellent enantioselectivities and these can be converted further into allenic enol esters or triflates. In contrast to the corresponding copper-mediated 1,6-addition reactions (Section 2.2.2), these transformations probably proceed via alkenylrhodium species (formed by insertion of the C-C triple bond into a rhodium-aryl bond) and subsequent isomerization towards the thermodynamically more stable oxa-jt-allylrhodium intermediates [55],... 

In this addition reaction with a higher concentration of the base and a longer reaction time, the C=C bond in the initially formed products may migrate to form the thermodynamically more stable a,/3-unsaturated products [119]. 

In order to get a catalytic cycle it is necessary that the metal sulfide intermediate can react with hydrogen to form the reduced metal complex (or compound) and H2S. For highly electropositive metals (non-noble metals) this is not possible for thermodynamic reasons. The co-ordination chemistry and the oxidative addition reactions that were reported mainly involved metals such as ruthenium, iridium, platinum, and rhodium. 

In the Michael addition reaction depicted in eq. [146] the diastereomeric sulfoxides 312 are formed under kinetic control conditions, therefore, the addition of sodium diethyl malonate is an irreversible process. On the contrary, addition of sodium methoxide to the sulfoxide 311 is a thermodynamically controlled process and leads to a mixture of diastereomeric ]3-methoxysulfoxides 313 in a 31 69 ratio (320). 

Such equilibria are governed by thermodynamics, and so the abundances of the different species in solution are dependent on their relative thermodynamic stabilities. If, however, such a mixture of species is applied in, for example, a conjugate addition reaction, the product formation will be controlled by kinetics, and it is most likely that Cu2Li2Mc4 would be kinetically the most active species present. 

In the Michael addition reaction of (S )-phenylethylamine and L-alanine isopropyl ester to [Pg.444]

It has been shown by thermodynamic calculations (89TH1) that, under equal structural conditions, the ratio of the tautomeric equilibrium constants for the reversible addition reaction of the SH group and that for the OH group should be 10 in favor of the sulfur addition product. A similar result (>10 ) was estimated (90T6545) from a comparison of the stability of the 1,3-thiazolidine ring with that of the 1,3-oxazolidine ring. 

Having described the equilibrium structure and thermodynamics of the vapor condensate we then re-examine homogeneous nucleation theory. This combination of thermodynamics and rate kinetics, in which the free energy of formation is treated as an activation energy in a monomer addition reaction, contains the assumption that equilibrium thermodynamic functions can be applied to a continuum of non-equilibrium states. For the purpose of elucidating the effects of the removal of the usual approximations, we retain this assumption and calculate a radially dependent free energy of formation. Ve find, that by removing the conventional assumptions, the presumed thermodynamic barrier to nucleation is absent. 

The 1,4-addition is thermodynamically controlled. This reaction forms the thermodynamic product. At higher temperatures, more molecules have sufficient energy to cross the second barrier in the reverse direction and establish an equilibrium. The equilibrium allows the less stable 1,2-addition product to convert to the more stable 1,4-addition product. 

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