ACIDS AND BASES Flashcards
Bronsted-Lowry defintion of an acid
Proton donator
Bronsted-Lowry defintion of a base
Proton acceptor
Acid–base equilibria (involving transfer of protons)
HCl (g) + H2O (l) –> H3O+
(aq) + Cl-
(aq)
Calculating pH
pH = –log10[H+]
Calculating Hydrogen Ion concentration [H+] from pH
[H+] = 10(to the power of) -pH
pH value should always be given to what?
2 d.p
what are monoprotic acids?
- each molecule of acid will release one proton when it dissociates, meaning 1 mole of acid produces 1 mole of hydrogen ions
so H+ conc is same as acid conc
e.g. HCl or HNO3
what are diprotic acids?
each molecule of strong diprotic acid acid releases 2 protons when it dissociates
- diprotic acids produce 2 mol of Hydrogen ions for each mole of acid
e. g. H2SO4
what do strong and weak acids do in water?
- strong acids completely dissociate (or ionise) in water, nearly all H+ ions released
HCl –> H+ + Cl-
(reversible reaction but equilibrium lies very far to the right) - weak acids dissociate partially in water, only small numbers of H+ formed
what do strong and weak bases do in water?
- strong bases dissociate completely
NaOH –> Na+ + OH- - weak bases dissociate partially
(just like weak acids, equilibrium lies well over to the left)
water dissociation
H2O H+ + OH-
- water only disssociates partially so equilibrium lies well over to the left
-
The ionic product of water constant
Kw= [H+][OH-]
units of Kw (ionic product of water)
mol2 dm-6
value of Kw changes as what else changes?
the temperature
How is the ionic product of water constant changed when dealing with PURE WATER?
Kw= [H+]2 (sqaured)
b/c in pure water there’s always one H+ ion for each OH- ion
[OH-] = [H+]
at 298K (25 C) what is the value of Kw for all aqueous solutions?
1x10-14 mol2dm-6
where is Kw derived from?
Kc = [H+][OH-] / [H2O]
[H2O] is much bigger than conc of ions, so we assume its value is constant and make a new constant Kw
Calculate the pH of water at 50ºC given that Kw =
5.476 x 10-14 mol2 dm-6 at 50ºC
SOLUTION: [H+(aq) ] = √ Kw = √ 5.476 x 10-14 = 2.34 x 10-7 mol dm-3 pH = - log (2.34 x 10-7) = 6.6 It is still neutral though as [H+(aq) ] = [OH-(aq)]