Equivalence Point pH Formula:
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The equivalence point pH in a titration is the pH at which the amount of titrant added is stoichiometrically equal to the amount of analyte present in the sample. It's a crucial point in acid-base titrations that helps determine the concentration of the unknown solution.
The calculator uses different formulas based on the strength of the acid and base:
Weak Acid + Strong Base: \[ \text{pH} = -\log\left(\sqrt{K_w \times K_a}\right) \]
Strong Acid + Weak Base: \[ \text{pH} = 14 + \log\left(\sqrt{K_w \times K_b}\right) \]
Weak Acid + Weak Base: \[ \text{pH} = -\log\left(\sqrt{\frac{K_w \times K_a}{K_b}}\right) \]
Strong Acid + Strong Base: pH = 7 (neutral)
Where:
Details: Knowing the equivalence point pH is essential for selecting appropriate indicators in titrations and understanding the nature of the resulting solution after neutralization.
Tips: Select whether your acid and base are strong or weak, then enter their dissociation constants (Ka and Kb). For strong acids/bases, you can enter very small values (like 1e-14) since they completely dissociate.
Q1: What's the difference between equivalence point and endpoint?
A: Equivalence point is when stoichiometric amounts have reacted, while endpoint is when the indicator changes color (they should be close but may differ slightly).
Q2: How do I find Ka and Kb values?
A: These are typically found in chemistry reference tables or can be determined experimentally.
Q3: Why is the pH not 7 for all equivalence points?
A: Only strong acid-strong base titrations give neutral pH 7. Weak acids/bases produce solutions with pH determined by their conjugate bases/acids.
Q4: Does temperature affect the equivalence point pH?
A: Yes, because Kw changes with temperature. This calculator assumes standard conditions (25°C).
Q5: Can I use this for polyprotic acids?
A: This calculator is for monoprotic systems. Polyprotic acids have multiple equivalence points with different calculations.