Simplify Titration Curves Buffering Visual Analysis
Titration curves of a buffer solution are simplified to aid in visual analysis. The process includes key points such as before, during, and after the equivalence point, with explanations of pH changes based on pKa and mole ratios of reactants.
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Presentation Transcript
Simplify Titration Curves that Buffer With Visual Analysis Amy Zitzelberger Hazel Park High School Hazel Park, MI Jamie Benigna The Roeper School Birmingham, MI
Graph originally from: MIT Open Classroom H+ A- HA HA HA HA HA HA HA HA HA HA HA HA HA HA HA HA HA HA HA HA HA HA HA HA HA HA HA HA HA Point A. Before titration begins: Ka = x2 / [HA] where x = [H+] A
HA HA OH- A- HA H2O Na+ HA HA HA Early Buffering Region. Before equivalence point when buffering occurs: pH = pKa + log [A-] / [HA] where [A-] = OH- used so far in moles, and [HA] is remaining moles.
HA A- HA OH- A- H2O Na+ HA Na+ HA HA HA HA Early Buffering Region. Before equivalence point when buffering occurs: pH = pKa + log [A-] / [HA] where [A-] = OH- used so far in moles, and [HA] is remaining moles.
HA A- HA OH- A- Na+ OH- HA Na+ HA HA A- Na+ HA H2O HA Point C: equivalence pt: pH = pKa [A-] = [HA], and log(1) = 0
HA A- HA OH- A- Na+ OH- HA Na+ HA HA A- Na+ HA OH- A- Na+ HA Later Buffering Region. After equivalence point when buffering occurs: pH = pKa + log [A-] / [HA] where [A-] = OH- used so far in moles, and [HA] is remaining moles.
HA A- HA OH- A- Na+ OH- HA Na+ HA HA A- Na+ HA OH- A- OH- A- Na+ Na+ HA Later Buffering Region. After equivalence point when buffering occurs: pH = pKa + log [A-] / [HA] where [A-] = OH- used so far in moles, and [HA] is remaining moles.
HA Na+ A- HA A- OH- HA H2O OH- OH- A- Na+ OH- HA Na+ HA HA A- Na+ HA OH- A- OH- A- Na+ Na+ HA Point D. Equivalence point: Kb = x2 / [A-] where x = [OH-], and [A-] = moles OH- used over total volume.
Na+ OH- HA Na+ A- HA A- OH- OH- A- Na+ OH- HA Na+ HA HA A- Na+ HA OH- A- OH- A- Na+ Na+ HA Beyond the Equivalence Pt. pOH = log[OH-] where the OH- is only the moles of excess OH- divided by the total volume.
Na+ OH- HA Na+ A- HA A- OH- OH- A- Na+ OH- HA Na+ HA HA A- Na+ HA OH- A- OH- A- OH- Na+ Na+ HA Na+ Beyond the Equivalence Pt. pOH = log[OH-] where the OH- is only the moles of excess OH- divided by the total volume.
To Summarize E A: Before the Equiv. Pt. B: Buffering Region C: way to Equiv. Pt. D: Equivalence Point E: After Equiv. Pt. D B C A
To Summarize E A: Before the Equiv. Pt. B: Buffering Region C: way to Equiv. Pt. D: Equivalence Point E: After Equiv. Pt. D A B C A For example: 1) A solution of 0.20 M nitrous acid.
To Summarize E A: Before the Equiv. Pt. B: Buffering Region C: way to Equiv. Pt. D: Equivalence Point E: After Equiv. Pt. D E B C A 25.0 mL of 0.10 M nitrous acid with 26.5 mL of 0.10 M NaOH added to it.
To Summarize E A: Before the Equiv. Pt. B: Buffering Region C: way to Equiv. Pt. D: Equivalence Point E: After Equiv. Pt. D D B C A 25.0 mL of 0.30 M KOH is added to 25.0 mL of 0.30 M HF.
To Summarize E A: Before the Equiv. Pt. B: Buffering Region C: way to Equiv. Pt. D: Equivalence Point E: After Equiv. Pt. D C B C A A titration that has 25.0 mL of 1.00 M acetic acid with 25.0 mL of 0.50 M NaOH.
To Summarize E A: Before the Equiv. Pt. B: Buffering Region C: way to Equiv. Pt. D: Equivalence Point E: After Equiv. Pt. D B B C A When 30.0 mL of 0.20M propanoic acid has been titrated with 20.0 mL of 0.20 M NaOH.