Advertisement
100% x 90
Buffer Capacity Calculator

Buffer Capacity Calculator

Calculate the buffer capacity and resistance to pH changes using the Van Slyke equation

Calculate Buffer Capacity

pH before adding acid/base (0-14)

pH after adding acid/base (0-14)

Mass of acid or base added to buffer

Total volume of buffer solution

Buffer Capacity Results

0.0000
mol/(L·pH)
0.00
mmol/(L·pH)
0.00
meq/(L·pH)

Formula used: β = n / ΔpH (Van Slyke equation)

pH Change (ΔpH): 0.00

Buffer Efficiency:

Buffer Efficiency Analysis

Example Calculation

Phosphate Buffer Example

Buffer System: 0.1 M Phosphate Buffer (pH 7.4)

Initial pH: 7.40

Added: 5 mg HCl (strong acid)

Final pH: 7.25

Solution Volume: 100 mL

Calculation

ΔpH = 7.40 - 7.25 = 0.15

n = 5 mg HCl ÷ 36.5 mg/mmol = 0.137 mmol

n per liter = 0.137 mmol ÷ 0.1 L = 1.37 mmol/L

β = 1.37 ÷ 0.15 = 9.13 mmol/(L·pH)

Advertisement
100% x 250

Common Buffer Systems

Acetate Buffer

pKa: 4.76

pH Range: 3.8 - 5.8

Capacity: 0.05 - 0.15 M/(L·pH)

Phosphate Buffer

pKa: 7.21

pH Range: 6.2 - 8.2

Capacity: 0.08 - 0.20 M/(L·pH)

Tris Buffer

pKa: 8.06

pH Range: 7.0 - 9.0

Capacity: 0.05 - 0.12 M/(L·pH)

HEPES Buffer

pKa: 7.55

pH Range: 6.8 - 8.2

Capacity: 0.06 - 0.18 M/(L·pH)

Carbonate Buffer

pKa: 10.33

pH Range: 9.3 - 11.3

Capacity: 0.04 - 0.10 M/(L·pH)

Glycine Buffer

pKa: 9.78

pH Range: 8.8 - 10.8

Capacity: 0.03 - 0.08 M/(L·pH)

Buffer Tips

Maximum capacity occurs at pH = pKa

Higher concentration = higher capacity

Effective range: pKa ± 1 pH unit

Choose buffer with pKa near desired pH

Understanding Buffer Capacity

What is Buffer Capacity?

Buffer capacity (β) quantifies how well a buffer solution resists pH changes when acids or bases are added. It's defined as the number of moles of strong acid or base needed to change the pH of one liter of buffer by one pH unit.

Why is it Important?

  • Maintains stable pH in biological systems
  • Critical for enzyme activity and protein stability
  • Essential for analytical chemistry procedures
  • Important in pharmaceutical formulations

Van Slyke Equation

β = n / ΔpH

  • β: Buffer capacity (mol/(L·pH))
  • n: Moles of acid/base added per liter
  • ΔpH: Change in pH (final - initial)

Note: Maximum buffer capacity occurs when pH equals the pKa of the buffer system.

Factors Affecting Capacity

  • Concentration: Higher concentration = higher capacity
  • pH vs pKa: Maximum at pH = pKa
  • Buffer ratio: 1:1 acid:base ratio is optimal
Advertisement
100% x 250