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Chapter 18: Buffers and Titrations

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a system will maintain a relatively constant pH if it already contains a ... HCOOH(aq) = HCOO-(aq) H (aq) formic acid Na formate ... – PowerPoint PPT presentation

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Title: Chapter 18: Buffers and Titrations


1
Chapter 18 Buffers and Titrations
2
Buffers
  • a system will maintain a relatively constant pH
    if it already contains a quantity of acid and a
    quantity of base.
  • DEFINE A solution that is relatively resistant
    to changes in pH is a BUFFER.
  • For this class that will be a solution of a weak
    acid and its conjugate base.
  • HCOOH(aq) ltgt HCOO-(aq) H(aq)
  • formic acid Na formate
  • NOTE With buffers you are NOT starting from
    either side, but from BOTH sides

3
Determination of Buffer pH
  • HB B- at equilibrium ? concentrations on
    mixing
  • HB
  • H Ka
  • B-
  • What is the pH of a formic acid/Naformate buffer
    if 1.0 mole of each are dissolved in 1.0L
    solution?
  • HCOOH 1.0M
  • H Ka 1.8 x 10-4 1.8 x 10-4
  • HCOO- 1.0M
  • pH 3.74
  • note if HB ???B-, then pH pKa

4
Determination of Buffer pH cont.
  • I want 1.0L of the above buffer to have a pH
    5.20. If I have a 0.10M formic acid solution, how
    many moles of solid Naformate should be added?
  • pH 5.20 H 6.3 x 10-6
  • HCOO- Ka HCOOH (1.8 x
    10-4)(0.10M)
  • H
    6.3 x 10-6
  • HCOO- 2.8M
  • 2.8M x 1.0L 2.8 moles



5
Effect of Added Strong Acid or Base on Buffers
  • if add 0.1 mole H to water, pH will go from 7 to
    1 (106 difference in H).
  • HCOOH(aq) ltgt HCOO-(aq) H(aq)
  • what will happen if we add a strong acid to a
    HCOOH/HCOO- buffer?
  • ---the strong acid will react with the weak base
  • HCOO-(aq) H(aq) -----gt HCOOH(aq)
  • What happens to a system when its equilibrium is
    perturbed?

100 based on this limiting reagent
will change concentrations of both of these
6
Quantitative Example
  • start with 1.0L buffer which is 1.0M in both acid
    and conjugate base.
  • HCOOH 1.0M
  • H Ka 1.8 x 10-4 1.8 x 10-4
  • HCOO- 1.0M
  • pH 3.74
  • add 0.10 mole H what is new pH?
  • HCOO-(aq) H(aq) -----gt
    HCOOH(aq)
  • start 1 mole 0.10 mole 1 mole

Calculation works best with moles
7
Acid-Base Titrations
  • from lab
  • adding base from buret until moles of base added
    moles of acid in flask (equivalence point).
  • n(OH-) n(H) or MH x VH MOH- x
    VOH-
  • how do we determine when we have reached the
    equivalence point?
  • INDICATORS weak organic acids or bases which
    have different colors in 2 ionized states.
  • HIn ltgt In- H
  • e.g. phenolphthalein colorless red
  • relative quantities of conjugate acid/base pair
    determines color of the solution
  • since the relative quantities depend on H, the
    color will change as pH changes
  • LeChateliers Principle, again.

8
Choosing Indicators
  • it is important to choose an indicator which will
    change color near the pH of the equivalence point
  • what will the predicted pH be?
  • Strong Acid / Strong Base pH 7
  • Strong Acid / Weak Base must calculate
  • Strong Base / Weak Acid must calculate
  • be careful!
  • if indicator changes color before the endpoint,
    the reaction will not be complete.
  • if it changes after the endpoint, too much
    reagent will have been added.

9
Strong Acid / Strong Base Titration Curve
  • --start with 50mL 1.0M HCL pH 0
  • --add 10.0mL 1.0M NaOH (0.67 M HCl
    left) pH 0.18
  • --add 40.0mL 1.0M NaOH (0.11 M HCl
    left) pH 0.95
  • --add 49.0mL 1.0M NaOH (0.010 M HCl
    left) pH 2.0
  • --add 49.9mL 1.0M NaOH (0.001 M HCl
    left) pH 3.0
  • --add 49.99mL 1.0M NaOH (0.0001 M HCl
    left) pH 4.0
  • reach equivalence
    point
  • --add 50.01mL 1.0M NaOH (0.0001 M NaOH
    left) pH 10.0
  • --add 50.1mL 1.0M NaOH (0.001 M NaOH
    left) pH 11.0

10
50.0mL 1.0M HCl 1.0M NaOH
pKa of phenolphthalein
pH
Equivalence point
mL base added
11
Strong / Weak Acid / Base Titration Curve
  • e.g. titration of 1.0M acetic acid with NaOH
  • 1) starting pH (solution is acetic acid)
  • C2H3O2H ltgt C2H3O2- H
  • Start 1.0M 0 0
  • At Equil. 1.0 - y y y
  • y2/1.0M Ka 1.8 x 10-5 y
    H 4.24 x 10-3 pH 2.37
  • 2) equivalence point (solution is acetate)
  • C2H3O2- H2O ltgt C2H3O2H OH-
  • Start 1.0M 0 0
  • At Equil. 1.0 - y y y
  • y2/1.0M Kb 7.1 x 10-10 y
    OH- 2.66 x 10-5
  • pOH 4.57 pH 9.43

12
Strong / Weak Acid / Base Titration Curve
  • 3) Midpoint pH (solution is 5050 acetic acid
    acetate)
  • C2H3O2H
  • H Ka
  • C2H3O2-
  • C2H3O2H C2H3O2- , so pH pKa
    4.74
  • Note that you have already done all three of
    these calculations.

13
50.0mL 1.0M acetic acid 1.0M NaOH

note want indicator which will change color
in this region
starting pH
equivalence point
midpoint pH
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