Big Chemical Encyclopedia

Chemical substances, components, reactions, process design ...

Articles Figures Tables About

Organic, standard potential values

The usefulness of the fundamental reaction of direct and indirect lodometries has its roots, at least in part, in the fact that it is accompanied by the disappearance or appearance of the yellow-brown color in the solution due to tri-iodide ions. Tri-iodide ions are their proper indicator. Hence, its equivalence point detection is particularly easy. In some difficult cases, starch may be used. The partitioning of iodine into an organic phase at the equivalence point may also be used. Finally, some internal indicators of intermediary standard potential values such as variamine blue (E° 0.60 V) may also be used. The difficult cases are those in which the tri-iodide coloration is masked by that of the solution. [Pg.319]

Ans (a) False, in [PMo YjO ] " one vanadium is in oxidation state four, (b) False, standard potentials values) are good indicators of catalytic efficiency only for the initiation steps, (c) False. The organic substrate (e.g., p-xylene, toluene) can donate electrons to Co. (d) and (e) False. In the absence of a radical chain, there is no evidence to show that metal ions help in the production of organic hydroperoxide. Similarly, there is no evidence to show that metal-dioxygen complexes are involved in the initiation or propagation steps, (f) False. Cyclohexanol is formed by RH plus RO and (8.3.2.2). The ratio under steady state is 1 2. [Pg.269]

Diacyl peroxides are, however, also electron transfer oxidants, which according to a theoretical analysis should possess standard potentials, °[(ArCOO)2/RCOO RCOO ) of around 0.6 V in water, provided that the electron transfer process is of the dissociative type (50) (Eberson, 1982c). Such a value brings thermal ET steps involving DBPO within reach for redox-active organic molecules, as for example suggested by the so-called CIEEL mechanism of chemiluminescence (Schuster, 1982). [Pg.125]

For dissociative electron transfer, an analogous thermochemical cycle can be derived (Scheme 2). In this case the standard potential includes a contribution from the bond fragmentation. Using equations (40) and (41) one can derive another useful expression for BDFEab-, equation (42). While direct electrochemical measurements on solutions may provide b. b, for example, of phenoxides and thiophenoxides (Section 4), the corresponding values for alkoxyl radicals are not as easily determined. Consequently, these values must be determined from a more circuitous thermochemical cycle (Scheme 3), using equation (43). The values of E°h+/h io a number of common solvents are tabulated elsewhere. Values of pKa in organic solvents are available from different sources. " A comparison of some estimated E° values with those determined by convolution voltammetry can be found in Section 3. [Pg.105]

The direct electrolysis of a number of organic substrates requires a considerable overvoltage in order to proceed at a reasonable rate. The rate of an electron transfer in solution is high when the standard potentials of the reacting systems have suitable values. [Pg.244]

An electron transfer reaction, Equation 6.6, is characterised thermodynamically by the standard potential, °, i.e. the value of the potential at which the activities of the oxidised form (O) and the reduced form (R) of the redox couple are equal. Thus, the second term in the Nernst equation, Equation 6.7, vanishes. Here and throughout this chapter n is the number of electrons (for organic compounds, typically, n = 1), II is the gas constant, T is the absolute temperature and F is the Faraday constant. Parentheses, ( ), are used for activities and brackets, [ ], for concentrations /Q and /R are the activity coefficients of O and R, respectively. However, what may be measured directly is the formal potential E° defined in Equation 6.8, and it follows that the relationship between E° and E° is given by Equation 6.9. Usually, it maybe assumed that the activity coefficients are unity in dilute solution and, therefore, that E° = E°. [Pg.137]

Redox indicators are organic molecules whose oxidized and reduced forms show different colors. The two levels of oxidation form a redox system which can be described by the standard potential or rH value. A short definition of the two terms is given in [1], Here, some more practical properties are mentioned ... [Pg.537]

Standard emf Values for the Cell H2/HCl/AgCl, Ag in Various Aqueous Solutions of Organic Solvents at Various Temperatures Temperature Dependence of the Standard Potential of the Silver Chloride Electrode Standard Electrode Potentials of Electrodes of the First Kind Standard Electrode Potentials of Electrodes of the Second Kind Polarographic Half-Wave Potentials (E1/2) of Inorganic Cations Polarographic E1/2 Ranges (in V vs. SCE) for the Reduction of Benzene Derivatives Vapor Pressure of Mercury... [Pg.275]

In Table 1.1, the thermodynamic cell potentials calculated for some other organics are given. Values close to 1V can be achieved under standard conditions. Figure 1.1 shows a schematic presentation of a hypothetical fuel cell for the incineration of organic pollutants with co-generation of electrical energy. [Pg.5]

Redox indicator is a substance which posses a different colour in the oxidised form and a different colour in the reduced form. Some organic dye stuff belong to this class. In order to get a sharp colour change at the end point the indicator chosen for a particular titration must have its standard potential (E°) values in between the standard potential of the oxidation-reduction systems being titrated against each other. Examples are diphenylamine, methelyne blue, diphenylamineazo sulphonic acid etc. (see article 4.7.2). [Pg.148]

In contrast, the oxidizing power of photogenerated holes decreases with increasing pH but the standard potential for the one-electron oxidation of any given organic compound RH to its radical cation RH+ is not pH-dependent. For example, the standard potential for this reaction for w-octane in acetonitrile is -1-2.71 V against Ag/Ag" " [34], which can be converted to -F2.84 V against SHE. This value may not be sufficiently positive because solvent reactions make elucidation of the reversible potential problematic. At present. [Pg.501]

A list of standard potentials of electrode reactions, organized by numerical value (Table 2.8), is referred to as series of standard potentials of eleelrode reactions or electromotive force series. A more complete set of such data can be found in reference [6],... [Pg.26]


See other pages where Organic, standard potential values is mentioned: [Pg.187]    [Pg.634]    [Pg.252]    [Pg.47]    [Pg.239]    [Pg.99]    [Pg.29]    [Pg.44]    [Pg.209]    [Pg.210]    [Pg.301]    [Pg.575]    [Pg.5]    [Pg.562]    [Pg.99]    [Pg.229]    [Pg.146]    [Pg.125]    [Pg.29]    [Pg.44]    [Pg.276]    [Pg.58]    [Pg.1171]    [Pg.610]    [Pg.5]    [Pg.724]    [Pg.423]    [Pg.634]    [Pg.2952]    [Pg.142]    [Pg.17]    [Pg.911]    [Pg.3657]    [Pg.579]   


SEARCH



Organic Standards

Organizations Standardization

Potential standard

Potential value

Potentials, standardization

Standard value

Standards organizations Standardization

© 2024 chempedia.info