Volumetric Calculations

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Presentation transcript:

Volumetric Calculations CHM 103 Sinex Volumetric Calculations How to analyze titration data and perform dilution calculations

Volumetric procedures Involve the careful measurement of volumes of solutions Dissolve materials in water and run reaction in solution - titration in Erlenmeyer flask (designed for swirling to mix reactants) Buret is the measuring device - can read volumes to 0.01 mL Pipets may also be used, especially to transfer solutions - good to 0.01 mL PGCC CHM 1030 Sinex/Gage

Some terminology Analyte Titrant Standard solution Equivalence point End point Substance being analyzed Solution in the buret Solution of known concentration Stoichiometric point PGCC CHM 1030 Sinex/Gage

At the equivalence point For a 1-to-1 reaction such as: HCl + NaOH  NaCl + H2O mole acid = mole base moles = molarity x volume in liters So Macid x Vacid = Mbase x Vbase PGCC CHM 1030 Sinex/Gage

What is the end point? The end point is the point where an indicator changes color. This is the visual sign to stop or end the titration. If the indicator is selected correctly, the change is at or very near the equivalence point! Example: phenolphthalein colorless in acid pink in base PGCC CHM 1030 Sinex/Gage

Example of Concentration Calculation A 25.07 mL sample of vinegar is titrated with 37.31 mL of 0.5119 M NaOH. What is the molarity of the acetic acid in vinegar? Moles NaOH = 0.5119 moles/L x 37.31 mL x 1L/1000mL Moles acetic acid = moles NaOH = 0.01910 moles Maa = moles/volume = 0.01910 moles/0.02507 L = 0.7618 M PGCC CHM 103 0Sinex/Gage

Calculation of Analyte Mass A 11.50 g sample of lemon juice is titrated with 0.202M NaOH to determine the mass of the citric acid, a triprotic acid. If it took 36.48 mL of base, what is the mass of C6H8O7? What is the % citric acid by mass? C6H8O7 + 3 NaOH  Na3C6H5O7 + 3 H2O Mb x Vb = molb 0.202 M x 0.03648 L = 0.00737 mol PGCC CHM 1030 Sinex/Gage

Analyte Mass Continued molb/3 = mola 0.00737/3 = 0.00246 mol mola x MMa = ga 0.00246 mol x 192.1 g/mol = 0.473 g C6H8O7 % = (mass C6H8O7/mass sample) x 100 % = (0.473/11.50) x 100 = 4.11 % C6H8O7 PGCC CHM 1030 Sinex/Gage

Back Titration An indirect analysis for antacids, since they are insoluble Antacids, which are bases, are reacted with excess acid and this excess acid is titrated with standard base. Antacid + HCl (initial)  neutralized antacid + HCl (leftover) HCl (leftover) + NaOH  NaCl + H2O PGCC CHM 1030 Sinex/Gage

Back Titration Calculation- moles HCl initially = MHCl x VHCl moles HCl left-over = moles NaOH = MNaOH x VNaOH mole HCl reacted = moles HCl initially - moles HCl left-over moles antacids - depends on reaction stoichiometry: CaCO3 + 2HCl  CaCl2 + H2O + CO2 PGCC CHM 1030 Sinex/Gage

Dilution Process of adding solvent, usually water, to lower the concentration of a solution Used to make working standards for spectrophotometry Used to bring a sample into range for analysis Typically done using a pipet (TD) and volumetric flask (TC) Solute is constant. Solvent is being added. PGCC CHM 103 0Sinex/Gage

Dilution continued molesinitial = molesfinal Since the solute is constant, then molesinitial = molesfinal So the dilution equation becomes Cinit Vinit = Cfinal Vfinal where Vfinal = Vinit + Vwater added PGCC CHM 1030 Sinex/Gage

Dilution Calculation Cinit Vinit = Cfinal Vfinal and rearrange What initial volume of 0.50 M CuSO4 must be used to make 100 mL of 0.025 M CuSO4 solution? Cinit Vinit = Cfinal Vfinal and rearrange Vinit = Cfinal Vfinal / Cinit =0.025 M x 100 mL/ 0.50 M = 5.0 mL Cfinal PGCC CHM 1030 Sinex/Gage

Dilution continued A graduated cylinder is a volume measuring device to contain (TC). Could you do a dilution in it? Explain why or why not. Dilution factor = Vinit/Vfinal 1 mL into 100 mL is a df of 1/100 PGCC CHM 1030 Sinex/Gage

Dilution continued Serial dilution – successive dilutions for large scale dilutions performed in steps A is diluted by 1/100 to B B is diluted by 1/100 to C C is 1/10,000 the concentration of A PGCC CHM 1030 Sinex/Gage