GE-CHEM 1103 Module 4.3 Flashcards

(61 cards)

1
Q

the study of the
relationships between electricity
and chemical reactions. It includes
the study of both spontaneous and
nonspontaneous processes.

A

Electrochemistry

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2
Q

To keep track of what
loses electrons and
what gains them, we
assign

A

oxidation
numbers

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3
Q

If the oxidation number
increases for an
element

A

element
is oxidized

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4
Q

If the oxidation number
decreases for an
element

A

element
is reduced

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5
Q

Synopsis of Assigning Oxidation Numbers

A
  • Elements = 0
  • Monatomic ion = charge
  • F: –1
  • O: –2 (unless peroxide = –1)
  • H: +1 (unless a metal hydride = –1)
  • The sum of the oxidation numbers equals
    the overall charge (0 in a compound).
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6
Q

LEO

A

Loses Electron Oxidized

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7
Q

GER

A

Gains Electron Reduced

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8
Q

causes something else to be
oxidized

A

oxidizing agent

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9
Q

causes something else
to be reduced

A

reducing agent

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10
Q
  • The oxidation and reduction are written
    and balanced separately.
  • We will use them to balance a redox
    reaction.
A

Half-Reactions

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11
Q

Balancing Redox Equations: The
Half-Reactions Method (For acidic solution)

A
  1. Make two half-reactions (oxidation
    and reduction).
  2. Balance atoms other than O and H.
    Then, balance O and H using H2O/H+.
  3. Add electrons to balance charges.
  4. Multiply by common factor
    to make electrons in half-reactions
    equal.
  5. Add the half-reactions.
  6. Simplify by dividing by common factor
    or converting H+
    to OH–
    if basic.
  7. Double-check atoms and charges
    balance!
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12
Q

Balancing in Basic Solution

A
  • A reaction that occurs in basic solution can
    be balanced as if it occurred in acid.
  • Once the equation is balanced, add OH–
    to
    each side to “neutralize” the H+
    in the
    equation and create water in its place.
  • If this produces water on both sides,
    subtract water from each side so it appears
    on only one side of the equation.
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13
Q
  • In spontaneous redox
    reactions, electrons
    are transferred and
    energy is released.
  • That energy can do
    work if the electrons
    flow through an
    external device.
A

Voltaic Cells

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14
Q

oxidation occurs

A

anode

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15
Q

reduction occurs

A

cathode

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16
Q

When electrons flow, charges aren’t balanced so a contraption is used to keep the charges balanced

A

a salt bridge, usually a U-shaped tube that contains a salt/agar solution

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17
Q

electrons leave
the anode and flow through
the wire to the cathode

A

cell

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18
Q

formed in the
anode compartment

A

Cations

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19
Q

electrons reach the
cathode

A

cations in solution
are attracted to the now
negative cathode

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20
Q

gain electrons
and are deposited as metal
on the cathode

A

cations

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21
Q

flow
spontaneously
one way in a
redox reaction,
from high to low
potential energy.

A

electrons

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22
Q

potential difference between the anode
and cathode in a cell

A

electromotive force (emf)

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23
Q

Other name of electromotive force (emf)

A

cell potential and is
designated Ecell

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24
Q

It is measured in volts (V). One volt is one
joule per coulomb (1 V = 1 J/C).

A

cell potential

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25
Standard condition of a reduction potentials
1 M, 101.3 kPa, 25°C
26
reference for the reduction potentials is called
standard hydrogen electrode (SHE)
27
the reduction potential for hydrogen
0 V
28
The cell potential at standard conditions can be found through this equation:
E°cell = E°red(cathode) - E°red(anode)
29
cell potential is based on the potential energy per unit of charge
intensive property
30
The more positive the value of E° red
the greater the tendency for reduction
31
most positive reduction potentials
The strongest oxidizers
32
most negative reduction potentials
The strongest reducers
33
produce a positive cell potential, or emf.
Spontaneous redox reactions
34
Equation for spontaneous redox reactions
E° = E° red (reduction) – E° red (oxidation)
35
positive emf corresponds to negative ΔG
Since Gibbs free energy is the measure of spontaneity
36
How is Free Energy, Redox, and K related
ΔG° = –nFE° = –RT ln K
37
Nernst equation
E = E° – (RT/nF) ln Q OR E = E° – (2.303 RT/nF) log Q
38
Nernst equation (Using standard thermodynamic temperature and the constants R and F)
E = E° – (0.0592/n) log Q
39
a cell could be created that has the same substance at both electrodes
concentration cell
40
as long as the concentrations are different
E will not be 0
41
Some Applications of Cells
– Batteries – Prevention of corrosion – Electrolysis
42
Examples of batteries
* Lead–acid battery * Alkaline battery * Ni–Cd and Ni–metal hydride batteries * Lithium-ion batteries
43
reactants and products are solids, so Q is 1 and the potential is independent of concentrations; however, made with lead and sulfuric acid (hazards)
* Lead–acid battery
44
most common primary battery
* Alkaline battery
45
lightweight, rechargeable; Cd is toxic and heavy, so hydrides are replacing it
* Ni–Cd and Ni–metal hydride batteries
46
rechargeable, light; produce more voltage than Ni-based batteries
* Lithium-ion batteries
47
the energy created can be converted to electrical energy
fuel is burned ( this conversion is only 40% efficient, with the remainder lost as heat)
48
The direct conversion of chemical to electrical energy is expected to be more efficient and is the basis for it
fuel cells
49
are NOT batteries; the source of energy must be continuously provided
fuel cells
50
* In this cell, hydrogen and oxygen form water. * The cells are twice as efficient as combustion. * The cells use hydrogen gas as the fuel and oxygen from the air.
Hydrogen Fuel Cells
51
it is an oxidation and its common name is rusting
Corrosion
52
occurs because zinc is more easily oxidized, so that metal is sacrificed to keep the iron from rusting
Cathodic protection
53
A method to prevent corrosion is used for underground pipes wherein the anode is oxidized before the pipe
sacrificial anode
54
Use of electrical energy to create chemical reactions
electrolysis
55
1 coulomb
1 ampere × 1 second
56
equation for Q (relation to electrolysis and stoichiometry)
= It = nF
57
Q represents
charge (C)
58
I represents
current (A)
59
t represents
time (s)
60
n represents
moles of electrons that travel through the wire in the given time NOTE: n is different than that for the Nernst equation!
61
F represents
= Faraday’s constant (96,485 C/mol)