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Peter Wardman
Gray Laboratory of the Cancer Research Campaign,
Mount Vernon Hospital,
Northwood, Middlesex HA6 2RN, UK
J. Phys. Chem. Ref. Data 18: 1637-1755 (1989)
The Tables fall into 3 distinct groups. Tables 1 to 4 present reduction
potentials of organic oxidants, in the form E(A/A.–)
where A is a stable ground state and A.–
the radical produced on one-electron reduction. Tables 5 to 8 present reduction
potentials of the radicals obtained upon one-electron oxidation of organic
reductants, in the form E(A.–/A2–)
where A2– represents a stable reductant
and A.– the radical (disregarding prototropic
state, of course). Table 9 presents reduction potentials of inorganic species,
but without separation into groups where the radical is either reductant
or oxidant.
The systematic names for many of the compounds are complex, and (except for inorganic couples) rather than arrange alphabetically, compounds in Tables 1 to 8 are subdivided into related groups. Within each group, compounds are generally listed in related sub-groups with increasing element count (C,H,N etc.) in substituents defining order where appropriate. With the structures, the various groupings should be reasonably clear. Multiple entries for any one couple appear in order of publication year.
The tables contain several data items organized as paragraphs in the following order,
if they are present:
(1) The reference from which
the data was obtained.
(2) The reduction potential of ground state or radical,
as appropriate, all referring to one-electron reduction and all vs.
the standard hydrogen electrode. These potentials are all mid-point potentials,
Em and in many, although not all cases, may be used as
estimates for standard potentials, E0.
Whether a measured or calculated value for E as tabulated equates
or approximates to a standard potential depends largely upon the possible
or known occurrence of prototropic equilibria involving either reductant,
or oxidant.
(3) Ionic strength frequently influences measured equilibrium
constants or kinetics, an approximate ionic
strength is given to which the experiments relate. The expression: ->0
appears if the experimental values were extrapolated to zero ionic strength.
(4) The pH of measurement
(or to which the calculation refers, where appropriate).
The reduction potential, ionic strength and pH are on the same line, several lines are used
if there are multiple sets of data.
(5) These lines may be followed by a line indicating chosen reference values or
values that are questionable or superceded.
(6) The reference compound used in the electron-transfer
equilibrium, and
(7) the reference potential assumed in the
calculation of E.
(8)Since many values were derived from radiation-chemical experiments in
which either one-electron oxidation or reduction was selected
by using scavengers
the co-solute (scavenger) is given, to help describe the experiment.
(9) Comments and notes on the experimental method used.
Except where electrochemical
methods were used most of the values were obtained by measurement of the
concentrations of radicals and ground states at equilibrium.
A minority were determined from the kinetics of approach to
equilibrium. Either may appear in parentheses where the data were
secondary to, i.e. merely supported, the calculation of DeltaE.
if only concentrations and/or kinetics appears in the comments, then the method involved
monitoring fast electron-transfer equilibria following generation of radicals
by pulse radiolysis, before the radical species disappear by other routes.
In general, only correction to s.h.e. (where appropriate) has been made
to the original data. Where a value seems questionable, this is indicated,
usually with an explanatory note in the Comments/method. A recommended
value is also indicated. Many of the values may be immediately corrected
by the reader using new recommendations or new values for reference potentials
as they become available, since the Table indicates the reference couple
and value assumed in the original work. Such corrections will be relatively
minor and presentation of original data seemed preferable to making minor
changes which will themselves by subject to revision as refinements to
reference potentials are published.
The user is reminded that the standard state for a substance is that
existing in its normal state at standard temperature and pressure, i.e.
for gases such as oxygen it is 1 atmosphere partial pressure. For calculations
of equilibrium constants where concentrations are appropriate, the Nernst
equation should be used to calculate a reduction potential corresponding
to unit concentration.