Acids 'n' Bases Flashcards
1
Q
Bronsted-Lowry acids and bases
A
- B-L acid = a proton donor, gives H+
- B-L base = a proton receiver, takes H+
- strong B-L acids are fully dissociated in water, weak ones are only partially dissociated
- weak acids from reversible reactions e.g CH3COOH <=> CH3COO- + H+
- acid/base equilibria involves the transfer of protons
2
Q
pH calculations
A
- monoprotic acid = releases 1 H+ per molecule, diprotic acid = releases 2 H+ per molecule
- pH = -log[H+], [H+] = 10^(-pH), this is used because the concentration of hydrogen ions covers a very wide range
- [H+] = Kw/[OH-]
- diluted pH = [H+] in original solution * old volume/new volume
3
Q
Ionic product of water
A
- water is slightly dissociated so it forms a reversible reaction H2O <=> H+ + OH-
- equilibrium constant = [H+][OH-]/[H2O]
- Kw = equilibrium constant*[H2O] = [H+][OH-]
- in pure water [H+] = [OH-], so Kw = [H+]^2
- under standard conditions, Kw = 10^-14, it varies with temperature
4
Q
Mixing strong acids and bases
A
- calculate mols of H+ and OH-
- find the excess of either H+ or OH-
- calculate [H+] or [OH-]
- find pH
5
Q
weak acids
A
- weak acids dissociate slightly in aqueous solution
- acid dissociation constant for weak acids = Ka = [H+][A-]/HA] = [H+]^2/[HA]
- [HA] is the concentration on the label of the bottle
- pKa = -logKa, Ka =10^(-pKa)
- small pKa = stronger acid
6
Q
useful ionic equations
A
- H+ + OH- -> H2O
- 2H+ + CO3(2-) -> H2O + CO2
- H+ + HCO3- -> “”
- H+ + NH3 -> NH4+
7
Q
Weak acids mixing with strong bases
A
- for every mol OH- added, one mol HA is used up and one mol A- is produced
- find pH by calculating mols HA and OH- then finding which is in excess
- if HA is in excess, calculate mols formed of A-, then use [HA] leftover and [A-] to find [H+] and find pH
- if OH- is in excess, calculate [OH-], then find [H+] and then pH
- if mols HA = mols OH-, pH = pKa
8
Q
Indicators for titration
A
- HA and A- are different colours in solution
- Methyl Orange changes colour at a higher pH than phenolphthalein
- indicators must be suitable for certain titrations, as they change colour at around the equivalence point of the neutralisation reaction, which should be the end of the titration
9
Q
pH curves
A
- show the results of acid/base titration, plotting pH against amount of base added to acid
- equivalence point = when mol acid = mol base, facilitates a rapid change in pH
- diprotic acids have two pH curves, one on top of the other
10
Q
shapes of pH curves
A
- strong acid/strong base = low pH to high pH, rapid change at equivalence point
- weak acid/strong base = medium pH to high pH, rapid change at equivalence point
- strong acid/weak base = low pH to medium pH, rapid change at equivalence point
- weak acid/weak base = medium pH to medium pH, gradual change at equivalence point. Harder to find end point of titration with indicators as it is slow, so use a pH meter
11
Q
Buffer solutions
A
- resist small changes in pH, by shifting equilibrium so they only change pH a tiny amount
- [H+] = Ka[HA]/[A-]
- calculate pH of buffer by finding mols A-, then [A-], [HA] and Ka, find [H+] or [OH-] and then pH
12
Q
Acidic Buffers
A
- weak acid + weak acid salt solution
- [acid]+[salt]»_space;[H+]
- made by mixing weak acid with its own salt, or mixing an excess of weak acid in a strong base
- adding H+ causes more [HA] to form and equilibrium to shift in opposite direction, adding OH- decreases [H+] so equilibrium shifts back
13
Q
Basic Buffers
A
- weak base + weak base salt solution
- [base]+[salt]»_space; [OH-]
- made by mixing weak base with its salt, or by adding excess of weak base to strong acid
- adding H+ causes [OH-] to decrease and equilibrium to shift in opposite direction, adding OH- decreases [HA] and causes equilibrium to shift back
14
Q
Applications of buffers
A
- in shampoo to keep pH constant in hair
- biological washing powders keep pH right for enzymes, systems in our body do the same thing to keep processes with enzymes effective
- e.g blood must have pH of about 7.4