m5 - acids and buffers Flashcards
conjugate acid-base pairings
stay in pairs
acid -> conjugate base
base -> conjugate acid
pH equation on calc
-log [H+]
H+ conc equation on calc
shift
log
—pH
Ka acid dissociation constant
conc products / conc reactants
eg
[CH3COO-] [H+]
————————
[CH3COOH]
assumptions Ka makes
conc products are equal because mole ratio 1:1, so can write products as [H+]^2
conc of weak acid is the same at the start and at equilibrium as it doesn’t dissociate fully (if the weak acid has dissociated more than 5% then we can’t use the above approximation)
rearranging Ka to find H+ ions
[H+] = square root: Ka x [reactant]
pKa equation
-log Ka
Kw equation (ionic product of water)
[H+] [OH-]
buffer def
resists changes in pH when small quantities of an acid or alkali are added to it
what’s in a buffer solution
a weak acid eg CH3COOH
salt of the weak acid eg CH3COONa
partial: CH3COOH -><- CH3COO- + H+
complete: CH3COONa -> CH3COO- + Na+
buffer Ka equation
[salt] [H+]
—————— = Ka
[acid]
buffers in the body : carbonic acid - hydrogencarbonate system
H2CO3 -><- HCO3- + H+
if OH- added, they react with H+, equilibrium shifts to right to regenerate more H+
if H+ added, equilibrium shifts to left to remove them
titration curves - equivalence point to work out Ka
at half the equivalence point pH = pKa
pKa = -logKa
what indicator to use if vertical part of a titration curve is pH 3-5
methyl orange (red=>yellow)
what indicator to use if vertical part of a titration curve is pH 5-8
litmus (red=>blue)