Electroanalytical Chemistry. Gary A. Mabbott
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Название: Electroanalytical Chemistry

Автор: Gary A. Mabbott

Издательство: John Wiley & Sons Limited

Жанр: Химия

Серия:

isbn: 9781119538585

isbn:

СКАЧАТЬ is being reduced. It also clearly states how many electrons are being transferred per mole of a given reactant.

      1.2.4 Current and Faraday's Law

      (1.10)

      This charge is related to the moles of oxidized or reduced species by Faraday's law:

      (1.11)

      where n = number of moles of electrons transferred per mole of reactant, N is the number of moles of the same reactant that undergo conversion, and F is Faraday's constant, 9.6485 x 104 C/mol of electrons.

      1.2.5 Potential, Work, and Gibbs' Free Energy Change

      If charge is moved, the amount of work done is proportional to the difference in voltage. Because the voltage difference, ΔV, is the energy spent per unit charge, the total work done in moving the charge, Q, is

      (1.12)

      This is analogous to carrying a piano up a flight of stairs. The potential energy difference is fixed by the height of the stairs. To move two pianos requires twice the amount of work.

      There are a couple of other conventions worth mentioning here. In electrochemical contexts, E is used instead of ΔV to represent the electrochemical potential energy difference. It is also common to equate electrical work and the Gibb's free energy change, ΔG. The relationship between potential and ΔG is usually expressed in terms of the energy per mole of reactant:

      Another convention is to define the direction of a current as the direction that the positive charges move. This is the case, despite the fact that electrons are usually the major charge carriers and are moving in the opposite direction. That means that a current flows from a point of a higher potential to a point of lower potential; the electrons move in the opposite direction.

      1.2.6 Methods Based on Voltage Measurement Versus Current Measurement

      1.3.1 Electrodes

      One electrode is not enough. Measuring current or voltage at an electrode requires that the device be incorporated into an electrical circuit (see Figure 1.4). The external equipment may be as simple as a voltmeter in a potentiometry experiment or a combination of a current meter and a voltage control unit (called a potentiostat) in the case of a voltammetry experiment. The circuit provides a path for charge to move from the external measuring device into the electrochemical cell and back out again to the meter in a complete loop. For example, consider a voltammetry experiment. If the external equipment pushes electrons into the working electrode to drive a reduction reaction (where some chemical species in solution accepts electrons from the electrode), then there must be a mechanism that can return electrons from the cell to the outside СКАЧАТЬ