Acid-Base Equilibria Flashcards
Strong acid dissociation in water eqn options
HA -> H+ + A-
HA + H2O -> H3O+ + A-
Oxonium ion
H3O+
Formed when hydrogen ions join with water molecules in solution
Strong acid definition
A proton donor that fully dissociates in water
Weak acid definition
A proton donor that partially dissociates in water
Base definition
Proton acceptor
Define pH
The negative log of the hydrogen ions concentration
Equation for water forming oxonium ions
H2O + H2O -> H3O+ + OH-
Assumptions when calculating pH
- hydrogen ion concentration from water is insignificantly low (all hydrogen ions come from the acid)
- acid concentration remains high (>1x10-5)
The greater the extent of dissociation…
The stronger the acid is
Equilibrium constant
[H3O+][A-] / [HA][H2O]
Ka =
[H+][A-] / [HA] moldm-3
Calculating hydrogen ion concentration of weak acids
Square root of: Ka[HA]
Assumption when calculating pH of a WEAK acid
concentration of HA does not change significantly on dissociation
Dilutions
Strong:
• 10x = +1pH
• 100x = +2pH
• 1000x = +3pH
Weak:
• 10x = +0.5pH
• 100x = +1pH
• 1000x = +1.5pH
For each 10x dilution
Strong acid pH increases by 1
Weak acid pH increases by 0.5
Weak acid is lower because it is diluted - some of the undissociated acid molecules split up
pKw
pH + pOH = 14
Kw - ionic product of water
1x10-14mol2dm-6
[H+][OH-]
Strong base
Particles dissociate completely to form hydroxide ions
Enthalpy change
Less exothermic with a weak acid, because some energy is used to dissociate
The smaller the pKa…
The larger the Ka; the stronger the acid
When the salt of a weak acid is placed in water…
It dissociates completely
MA -> M+ + A-
Anion of weak acid + water
A- + H2O -> HA + OH-
Equilibrium
Therefore the salt of a weak acid forms a slightly alkali solution
Buffer solution
Mixture of a weak acid (or base) and it’s salt
Characteristic of a buffer
Resists dramatic changes in pH if small quantities of acid or alkali are added
Adding acid to a buffer
MA -> M+ + A-
HA -> À- + H+
Acid equilibrium lies mainly to the left due to the high concentration of A- provided by the salt
If acid is added, equilibrium shifts left; taken up by A-
Adding alkali to a buffer
OH- + H+ -> H2O
HA -> H+ + A-
Reduction in H+ is replaced by equilibrium shifting right
Key factor of a buffer solution
Comparatively high concentration of weak acid ion (to remove acid added)
Comparatively high concentration of undissociated weak acid (to remove alkali added)
Deriving the pH buffer equation
- acid in a buffer is weak; hardly dissociated - HA does not change
- A- taken as salt given
pH buffer equation
H+ = Ka x ([ACID]/[SALT])
pH curve for strong acid and strong base
Start at 1
Équivalence at 7
End at 13
pH curve for weak acid and strong base
Start at 3
Equivalence at 8
End at 13
pH curve for strong acid and weak base
Start at 1
Equivalence at 6
End at 11
Indicator key choice
End point should be the same as equivalence
- middle of the vertical section
Define end point
The point at which an indicator changes colour
What is an indicator?
A weak acid
HIn
Indicator dissociation
HIn -> H+ + In-
HIn is one colour, In- is a different one
Indicators in acidic solutions
[H+] shifts equilibrium left; colour 1
Indicators in alkali solutions
H+ is removed
Equilibrium shifts right
Colour 2
End points of indicators
Take place at a pH = pKa
Finding pKa of a weak acid
Read off halfway to equivalence
pH of blood
7.4
Buffering systems in blood
Plasma, proteins, Hb, carbonate/hydrogencarbonate conjugate acid-base pairs
Proteins act as buffers due to
Amine and carboxylic acid side chains
Carbonate/hydrogencarbonate conjugate acid-base pairs
H2CO3 -> HCO3- + H+
If the pH of blood drops
H+ is increasing
Equilibriums shifts left
Reducing H+
H2CO3 -> CO2 + H2O
As H2CO3 increases it produces CO2, which is removed by gas exchange
If pH of blood increases
H+ decreases
Equilibrium shifts right
H+ created