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REVIEW
Redox reactions, also known as oxidation–reduction reactions, are electron
transfer reactions consisting of two parts. Each of these two parts is called
a half reaction. The oxidation half reaction donates electrons that
are accepted by the reduction half reaction.
The simple mnemonic OILRIG can be
used to define and remember redox reactions:
Oxidation Is Loss (of
electrons)
Reduction Is Gain (of electrons) |
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It is important to be able to identify which compounds are oxidized and which
are reduced in a redox reaction. There are several simple rules for determining
the oxidation states of compounds:
- All uncharged elements and compounds have an oxidation state of zero. Examples are Zn, H2, O2, and KMnO4.
- All charged elements and compounds have an oxidation state equal to their charge.
- Oxygen in a compound almost always has an oxidation state of 2 .
- Hydrogen in a compound almost always has an oxidation state of +1.
- Some elements always have the same oxidation states when they are in a compound. These include group 1 elements such as H, Li, Na, K (always +1), group 2 elements such as Mg and Ca (always+2), and group 7 elements such as F and Cl (always 1).
The higher the E°'
value, the stronger the tendency for the compound to gain electrons. |
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An E°' value, known as the reduction potential,
measures the tendency of a substance to gain electrons. A higher E°'
value indicates a stronger tendency to gain electrons. When two half reactions
are paired in a redox reaction, the half reaction with the higher E°'
will act as the reduction reaction and the half reaction with the lower E°'
will act as the oxidation reaction.
The tendency for a reaction to proceed in the direction it is written can be
determined from DE°'.
A positive DE°' indicates
that a reaction will proceed in the direction it is written. The DE°' can be calculated from the formula
DE°'
= (E°' from reduction reaction)
(E°' from oxidation reaction) |
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The DE°' value
is related to DG°',
the Gibbs Free Energy change of a reaction, by the formula
DG°'
= nF(DE°') |
where DG°'
is the Gibbs free energy change of a system (in Joules) DE°'
is the change in reduction potential of the redox reaction (in Volts)
n is the number of electrons transferred
in the reaction (in moles) F is Faradays
constant (96,500 Joules/Volt/mol) |
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A spontaneous redox process is indicated by either a positive DE°' or a negative DG°'.
You have completed this exercise.
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