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Acid Base Equilibria

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Acid rain has different effects in different geographic areas and upon different ... Perch and pike die at pH 5.0. Eel and brook trout die at pH 4.5 ... – PowerPoint PPT presentation

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Title: Acid Base Equilibria


1
Acid Base Equilibria
2
Theres acid in my rain
  • Normal rain has a pH of approximately 5.6
  • Due to industrial processes and automobiles, rain
    with a pH below 5.6 may result. This is
    considered acid rain
  • Acid rain has different effects in different
    geographic areas and upon different organisms

3
Acid Rain effects
  • Snails die at pH lt 6.0
  • Perch and pike die at pH lt 5.0
  • Eel and brook trout die at pH lt 4.5
  • Poisonous metals such as Al, Hg, and Pb are more
    soluble in acidic water

4
Natural Buffers
  • Much of the soil and rock in Alberta contains
    carbonates, which can neutralize acids
  • 2 H3O(aq) CaCO3(s)
  • Ca2(aq) CO2(g) 3 H2O(l)
  • Much of the Canadian Shield throughout Manitoba,
    Ontario and Quebec is granite, which does not
    contain carbonates. Acid rain in these areas is
    more detrimental to wildlife as a result.

5
Efficiency - is it a bad thing?
  • The reaction of nitrogen with oxygen does not
    readily occur at room temperature
  • N2(g) O2(g) ?H 2 NO(g)
  • Kc 4.7x10-31 at 298 K
  • At 1100 K (the operating temperature of an
    engine), Kc 6x10-9 at 298 K
  • So, we should lower the operating temperature of
    engines to reduce the production of NO(g), right?
  • WRONG! At lower temperatures, fuel burns less
  • effeciently so it is not practical to do so.

6
Empirical Properties of acids and bases
  • Acids
  • Taste sour.
  • Turns blue litmus red.
  • pH less than 7.
  • Neutralizes bases.
  • Reacts with active metals to produce hydrogen
    gas.
  • Feels itchy
  • Bases
  • Tastes bitter.
  • Turns red litmus blue.
  • pH greater than 7.
  • Neutralizes acids.
  • Feels slippery.

7
Arrhenius definitions of acids and bases.
  • Acids dissociate to produce hydrogen ions in
    solution.
  • Bases dissociate to produce hydroxide ions in
    solution.

H(aq)
OH-(aq)
eg. HCl(g) H(aq) Cl-(aq)
eg. NaOH(s) Na(aq) OH-(aq)
8
Criticisms of the Arrhenius Definitions
  • Hydrogen-containing polyatomic ions - predicted
    to be neutral
  • eg. NaHCO3 Na HCO3 -
  • is, in fact, basic
  • eg. NaHSO4 Na HSO4 -
  • is, in fact, acidic

9
Criticisms of the Arrhenius Definitions
  • 2. Non-metallic oxides - predicted to be
    neutral
  • SO2 (g) SO2 (aq)
  • are, in fact, acidic.

10
Criticisms of the Arrhenius Definitions
  • 3. Metallic oxides - predicted to be neutral
  • eg. MgO(s) Mg2(aq) O2-(aq)
  • are, in fact, basic

11
Criticisms of the Arrhenius Definitions
  • 4. Transition metal salts are predicted to be
    neutral
  • eg. Cu(NO3)2(s) Cu2(aq) NO3-(aq)
  • yet many are, in fact, acidic

12
Criticisms of the Arrhenius Definitions
  • The Killer
  • 5. There is no experimental evidence for the
    existence of the hydrogen ion in solution.

13
Revised Arrhenius definitions of acids and bases.
  • Acids dissociate or ionize to produce hydronium
    ions in solution.
  • Bases dissociate or ionize to produce hydroxide
    ions in solution.

OH-(aq)
H(aq)
HCl(g) H2O(l) H3O(aq) Cl-(aq)
NH3(g) H2O(l) NH4(aq) OH-(aq)
14
  • 1.
  • HCO3-(aq) H2O(l) H2CO3 (aq) OH-(aq)
  • HSO4- (aq) H2O(l) SO42- (aq) H2O(l)
  • 2.
  • SO2(g) H2O(l) H2SO3(aq)
  • H2SO3(aq) H2O(l) H3O(aq) HSO3-(aq)

15
  • 3.
  • MgO (s) Mg2 (aq) O2- (aq)
  • O2-(aq) H2O(l) 2 OH- (aq)

16
  • 4.
  • Cu(NO3)(s) 6 H2O(l)
  • Cu(H2O)62(aq) 2 NO3-(aq)
  • Cu(H2O)62 (aq) H2O(l)
  • Cu(H2O)5(OH)(aq) H3O(aq)

17
  • 5.
  • How can you define something, based upon
    something that does not exist?

18
Brønsted - Lowry Definitions
  • Acid
  • Proton donor
  • Base
  • Proton acceptor

HCl(g) H2O(l) H3O(aq) Cl-(aq)
NH3(g) H2O(l) NH4(aq) OH-(aq)
19
Consider the reaction below


H

O

H
O

CH3
C


O
H


20
What is pH?
  • A measurement of the concentration of H3O ions
    (H ions)

21
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22
pH, pOH, H3O, and OH-
  • Kw HOH- 1 x 10-14
  • pH -logH
  • pOH -logOH-

23
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24
pH Scale
25
Concentrated/Dilute vs. Strong/Weak
  • Recall that the term concentrated refers to the
    relative amount of a solute present in a given
    volume of solution. A more concentrated solution
    has more moles per litre than does a diluted
    solution.
  • In terms of acids and bases, the strength refers
    to the degree of dissociation in solution. An
    acid which dissociates 100 is termed strong
    an acid which dissociates to a lesser extent is
    deemed weak.

26
pH of Strong Acids
  • Since a strong acid dissociates 100, its pH may
    be determined easily from its concentration
  • eg. What is the pH of a 0.012 mol/L HCl(aq)
    solution?
  • HCl(aq) H2O(l) Cl-(aq) H3O(aq)
  • pH -log H3O(aq) -log HCl(aq) 1.92

27
pH of Weak Acids
  • Since Weak acids do not dissociate 100, the
    concentration of hydronium ions is NOT the
    concentration of the original acid.
  • You cannot simply take the log of the original
    acid concentration to get the pH.
  • You must calculate the extent of dissociation as
    shown in the following example

28
  • eg. What is the pH of a 0.012 mol/L solution
    of ethanoic acid?
  • Since ethanoic acid is a weak acid, we need to
    use an ICE table
  • CH3COOH(aq) H2O (l) CH3COO- (aq) H3O (aq)
  • I 0.012 0 0
  • C -x x x
  • E 0.012-x x x

29
  • Now we can use the Ka value from the data booklet
    to complete the calculation
  • Ka 1.8x10-5 H3OCH3COO-
  • CH3COOH
  • (x)(x) (x)(x)
  • (0.012-x) (0.012)
  • x 4.6x10-4 H3O CH3COOH

30
  • Now, we can calculate the pH
  • pH -logH3O 3.33
  • Compare this to the value of 1.92 obtained for
    HCl (a strong acid) at the same concentration.
  • This is a characteristic of weak acids They will
    always have a higher pH than a strong acid at the
    same concentration. The weaker the acid, the
    higher the pH.

31
Percent Dissociation
  • The percent dissociation for an acid is simply a
    comparison of the dissociated form to the
    original concentration.
  • In the preceding example, the dissociated form is
    CH3COO-.
  • The percent dissociation is
  • 4.6x10-4
  • 0.012

x 100 3.8
32
Predicting Brønsted-Lowry Acid-Base (BLAB)
Reactions
  • The possible acid-base reaction that may occur in
    a reaction mixture may be predicted in a very
    similar manner to that used in redox reaction
    predicting, as the next few slides show.

33
Five Step Method of Predicting Acid Base Reactions
  • List all species. (Review on next slide).
  • Identify all the possible acids (A - left side of
    acid/base table) and bases (B - right side of
    acid-base table) .
  • Identify the strongest acid (SA - highest on the
    left) and the strongest base (SB - lowest on the
    right).
  • Predict the products by transferring a proton
    (H) from the SA to the SB.
  • Predict the position of the equilibrium.

34
Listing Species in Acid Base reactions.
  • Do not dissociate
  • All insoluble ionic compounds. .(BaSO4(aq))
  • Weak acids. (CH3COOH(aq))
  • Molecular compounds. (C12H22O11 (aq) )
  • Polyatomic species. (MnO4- (aq) )
  • Dissociate
  • All ionic soluble compounds.(NaNO3(aq))
  • All strong acids into hydronium and anion.
    (HCl(aq) is written as H3O (aq) and Cl- (aq) )

35
  • eg. What is the expected reaction when solutions
    of sodium nitrate and potassium hydrogen
    carbonate are mixed?
  • Na NO3- K HCO3- H2O

A
B
B
A
B
SB
SA
36
  • So, the predicted reaction is
  • HCO3-(aq) HCO3-(aq) H2CO3(aq) CO32-(aq)
  • Since the SA is below the SB, the reactants are
    favoured at equilibrium

37
Amphoterism
  • In the previous example, both water and the
    hydrogen carbonate ion were labelled as possible
    acids or bases. Such a substance is said to be
    amphoteric or amphiprotic. It has the ability to
    act as an acid in one situation and as a base in
    another.

38
Buffers
  • A buffer is a solution that is resistant to
    changes in pH when small amounts of acid or base
    are added.
  • A buffer usually consists of similar
    concentrations of a weak acid and its conjugate
    base.
  • There is a limit to the amount of stress a buffer
    can handle before drastic changes in pH occur.
    This is referred to as the buffering capacity.
  • Generally, buffers with higher concentrations of
    the weak acid and its base have greater buffering
    capacity.

39
Biological Buffers
  • The pH of blood and other bodily fluids must be
    controlled with certain very narrow ranges to
    avoid negatively impacting cells
  • The two major buffers in the body are
  • H2CO3 / HCO3- and H2PO4- / HPO42-

40
How Buffers Work
  • We have already learned that the acid base
    reaction that occurs is between the strongest
    acid and the strongest base.
  • Since buffers have both an acid and a base
    present, they can handle either an acid or base
    being added.

41
How Buffers Work
  • If an acid is added to the H2CO3 / HCO3-
    equilibrium, the following reaction happens
  • HCO3- H3O H2CO3 H2O
  • If a base is added
  • H2CO3 OH- HCO3- H2O
  • In both cases, the stress is relieved so the pH
    remains near the original level.

42
pH of Buffers
  • The pH of a buffer is easily calculated using an
    ICE table, in a manner very similar to that used
    for weak acids.
  • The only major difference is that buffers already
    have an initial conjugate base concentration, so
    the shift from original conditions to equilibrium
    is even less than for weak acids.

43
pH of Buffers
  • For example, consider the H2CO3 / HCO3- buffer.
    If the solution is prepared to be 1.0 mol/L for
    each of the two components, what is the pH?

44
pH of Buffers
  • H2CO3 H2O HCO3- H3O
  • I 1.0 1.0 0
  • C -x x x
  • E 1.0-x 1.0-x 1.0x 1.0x

45
  • Now, using the Ka value for HCO3-, we can
    calculate the equilibrium concentrations and thus
    the pH
  • Ka 4.5x10-7 (1.0x)(x)
  • (1.0-x)
  • By neglecting x in both the numerator and
    denominator, we simplify the math to give
  • Ka 4.5x10-7 (1.0)(x)
  • (1.0)

46
  • Which gives
  • x 4.5x10-7 H3O
  • And pH 6.35
  • If the pH range needs to be adjusted downward, a
    new buffer in which there is a slightly greater
    proportion of the base, can be prepared.
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