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Calculate the pH of salt of weak acids. Calculate the pH of salt of weak bases. Define buffer, buffer ratio, and buffer capacity. Calculate the pH of weak acid and weak base buffers.
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e.g. NaOAc (sodium acetate) It is completely ionizes It is a Bronsted base It is hydrolyzes in water OAc - + H 2 O HOAc + OH - K b = [HOAc] [OH - ]\ [OAc - ]
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A - + H 2 O HA + OH - salt weak acid K b = K w \ K a = [HA] [OH - ] \ [A - ]
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Calculated as weak bases K b = K w \ K a = [x] [x] \ C A -
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e.g. NH4Cl (ammonium chloride) It is completely ionizes It is a Bronsted acid It is hydrolyzes in water NH 4 + + H 2 O NH 4 OH + H + K a = [NH 4 OH] [H + ] \ [NH 4 + ]
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BH + + H 2 O B + H 3 O + salt weak base K a = K w \ K b = [B] [H 3 O + ] \ [BH + ]
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Calculated as weak acids K a = K w \ K b = [x] [x] \ C BH +
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A solution that resists change in pH when a small amount of an acid or base is added or when the solution is diluted It consists of a weak acid and its conjugate base or a weak base and its conjugate acid A mixture of a weak acid and its salt or a weak base and its salt
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HA H + + A - pH = pK a + log [A - ] / [HA] (Henderson-Hasselbalch equation)
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Calculate the pH of a buffer solution containing 0.1M acetic acid and 0.1M sodium acetate (K a = 1.75 x 10 -5 ).
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BH + B + H + pH = pK a + log [B] / [BH + ] pH = (pKw – pKb) + log [B] / [BH + ] pOH = pKb + log [BH + ]/ [B]
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Calculate the pH of a solution containing 0.07M NH 3 and 0.08M NH 4 Cl (pK b = 4.76)
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The ratio of salt / acid [salt] / [acid] = 1 pH = pK a By changing the buffer ratio, buffers of different pH values can be prepared
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It is the number of moles /liter of strong acid or base needed to change the pH of buffer solution ß = dC acid or base /dpH The buffering capacity is maximum at: pH = pK a pOH = pK b It is satisfactory over a pH range of pK a ± 1 The larger it is, the more resistant the solution to pH change
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pH Calculation of salts of weak acids and bases. Buffer Definition, buffer ratio, and buffer capacity. pH Calculation of weak acid and weak base buffers.
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