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Redox Stoichiometry

Half-cell equations are of great value in stoichiometric problems as well as in equilibrium situations. It is not necessary, in relating amounts involved in redox reactions, to use the complete overall equation since all of the necessary information (including that for balancing the overall equation) is contained in the half-cell equations. For example, in the reaction [Pg.128]

The first step in solving any equilibrium problem is to determine the identity of the reactants and products and then to present them in a [Pg.316]

A redox reaction consists of two parts or half-reactions. These are the oxidation reaction in which a substance loses or donates electrons and the reduction reaction in which a substance gains or accepts electrons. An oxidation reaction and a reduction reaction must always be coupled because free electrons cannot exist in solution and electrons must be conserved. The coupling between the two half-reactions is by the electrons that are either generated (by oxidation) or consumed (by reduction). We will use this fact in our technique for balancing redox reactions, which basically is a stepwise stoichiometric (mass) balancing of each constituent followed by a balancing of charge (electroneutrality). [Pg.317]

Working with each half-react ion, we use the following procedure for balancing, [Pg.317]

Identify the principal reactants and products, that is, species other than H, OH , and HaO, in the oxidation half-reaction and the reduction half-reaction and write each half-reaction in crude form. [Pg.317]

Then to obtain balanced half-reactions, balance the atoms other than hydrogen and oxygen by multiplying the reactants or products by appropriate integers, [Pg.317]


We begin this chapter with a discussion of the principles of redox reactions, including redox stoichiometry. Then we introduce the principles of electrochemishy. Practical examples of redox chemistry, including corrosion, batteries, and metallurgy, appear throughout the chapter. [Pg.1351]

The apparent redox stoichiometry of O2 reduction catalysis [ av. Reaction (18.8)] is pH-independent, but for many catalysts depends strongly on the applied potential (Fig. 18.10). The apparent selectivity of Fe porphyrins deposited on the electrode surface typically increases with the amount of deposited catalyst. [Pg.657]

The oxidation of hydroquinones254 and quinone dioximes255 (denoted as QH2) involves removal of two electrons and two protons. This redox stoichiometry is experimentally established both in the stoichiometric oxidations with NO and with two equivalents of nitrosonium cation (equations 97a,b). [Pg.295]

Note that here we have squared the activity of the iodide ion since the balanced redox half-cell reaction is I2 + 2e 21 . This redox stoichiometry also explains... [Pg.43]

The reaction of nitronaphthalenes and nitroisoquinolines with dimethyl phosphite in MeONa/MeOH (equation 27), proceeded via nucleophilic substitution of hydrogen according to a redox stoichiometry and gave substituted dimethyl naphthalene- and isoquinoline-phosphonates and benzazepines.214... [Pg.446]

A final distinction from nicotinamides is that the flavin coenzymes generally form tight non-dissociable non-covalent complexes with the apoenzyme. Nicotinamides are released at the end of each catalytic cycle and so are consumed as substrate as part of the redox stoichiometry. Because flavins are tightly bound to the apoprotein (/irD= 10 -10 " M) the coenzyme must be oxidised/reduced at the end each turnover before the enzyme complex again becomes catalytically active. Differential binding of flavin and dihydroflavin is responsible for the wide range of redox potentials for flavoproteins so that oxidation or reduction can be thermodynamically favourable. For example, D-amino acid oxidase binds FAD with a dissociation constant of 10 M but FADHj with one of 10 M which changes the reduction potential from —200 for the FAD/FADHj couple free in solution to 0 mV when bound to the enzyme. [Pg.260]

The initially formed adducts can be converted into products of nucleophilic substitution of hydrogen in a variety of ways oxidation with external oxidants, conversion into nitrosoarenes according to intramolecular redox stoichiometry, vicarious substitution, cine- and fe/e-elimination, ANRORC, etc. These processes have been discussed in a concise way in our preceding reviews [4,6-10]. The major message of those reviews is that nucleophilic substitution of hydrogen, in its many variants, is the main, primary process, whereas the conventional nucleophilic substitution of halogens X, the SnAt process, is just a secondary ipso reaction [9, 10]. [Pg.52]

Here we intend to present a more detailed discussion of the three major ways of conversion of the adducts into the corresponding products of nucleophilic substitution of hydrogen in nitroarenes, particularly in electron-deficient heterocyclic systems, namely vicarious nucleophilic substitution (VNS), oxidative nucleophilic substitution (ONSET) and conversion into nitrosoarenes according to intramolecular redox stoichiometry. Our main goal is to show that these reactions offer wide possibilities for the synthesis and modifications of heterocycles. [Pg.52]

The third general way of converting the adducts of nucleophiles to nitroarenes involves elimination of water or other small molecules to form substituted nitrosoarenes, according to intramolecular redox stoichiometry. For example, phenylacetonitrile and other arylacetonitriles react with nitroarenes in the presence of KOH in protic media to form nitrosoarenes or products of their further transformations (Scheme 17) [80, 81]. [Pg.64]

Direct methods are based on the reactions of nitroarenes or nitroheteroarenes with carbanions affording the intermediate o adducts that, under the reaction conditions, are converted into nitrosoarenes according to the intramolecular redox stoichiometry. The nitrosoarenes are known to be rather active electrophilic partners and are able to enter in situ further reactions to produce quinolines as the ultimate products. [Pg.90]

Up to now, a few ways of fast conversion of a -adducts into products of S,.jArH were developed such as oxidation by external oxidants, conversion into substituted nitrosoarenes according to intramolecular redox stoichiometry, elimination of HL when nucleophiles contain nucleofugal groups L at the nucleophilic center, cine- and fefe-substitution, and addition of the nucleophile, ring opening, ring closure (ANRORC) process [1,2]. [Pg.270]

Let us first consider the situation in acetic acid media. Redox stoichiometry in acetic acid media is given by... [Pg.110]


See other pages where Redox Stoichiometry is mentioned: [Pg.266]    [Pg.315]    [Pg.124]    [Pg.3470]    [Pg.96]    [Pg.124]    [Pg.3469]    [Pg.316]    [Pg.317]    [Pg.319]    [Pg.321]    [Pg.96]    [Pg.128]    [Pg.129]    [Pg.14]    [Pg.23]    [Pg.27]    [Pg.213]    [Pg.276]    [Pg.277]    [Pg.277]    [Pg.110]    [Pg.111]    [Pg.461]   


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