Chapter 13 Flashcards
Redox Reaction
Involves transer of electrons from one species to another.
Fe3+ + V2+ → Fe2+ + V3+
Oxidizing Reducing agent agent
Oxidized
Species is oxidized when it loses electrons
Reduced
Species is reduced when it gains electrons
Oxidant
- aka: Oxidizing Agent
- takes electrons from another substance and becomes reduced
- Fe3+ + V2+ → Fe2+ + V3+*
- Fe3+ is the because it takes an electron from V2+
Reductant
- aka reducing agent
- gives electrons to another substance and is oxidized
Fe3+ + V2+ → Fe2+ + V3+
- V2+ is the reducing agent because it gives an electron to Fe3+
Electric Charge (q)
- Measured in coulombs (C)
- Magnitude of the charge of a single electron is 6.02 • 10-19 C
*
Faraday Constant (F)
1 mole of electrons has a charge of:
(1.602 • 10-19)(6.022 • 1023 mol-1) = 96485 C
Relationship between charge and moles
q = n • F
where:
- q is in coulombs
- n is number of moles of electrons transferred
- F is Faraday’s constant
Current
- Quantity of charge flowing each second through a circuit
- Unit: Ampere (A)
- 1 amp = 1 C/s
Pt electrode
- conducts electrons into or out of a chemical species in the redox reaction.
- Inert electrode - does not participate in the redox chemistry (except as a conductor of electrons)
Electric Potential (E)
- The difference between two points is the work needed (or that can be done) when moving an electric charge from one point to the other.
- Units: Volts (V)
- Note: 1 V = 1 J/C
- The greater the potential difference between two points, the stronger the “push” on a charged particle [moving between the points] will be.
Work
Work = E • q
Where:
- Work is in Joules
- E is in Volts
- q is in Coulombs
Free Energy Change (ΔG)
The free energy change (ΔG) for a chemical reaction conducted reversibly at constant temperature and pressue euqls the maximum possible electrical work that can be done by the reaction on its surroundings:
ΔG = - work = - E • q
ΔG = -nFE
Ohm’s Law
States that current is directly proportional to the potential difference across a circuit and inversely proportional to the resistance of the circuit.
I = E/R
Units of resistance: ohms (Ω)
Note: ampere is equivalent to V/Ω
Power (P)
- The work done per unit time.
- P = E • I
- Units: Watt (W)
- W = J/s