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CH 11: Properties of Solutions
Describing Solutions – concentration units Energetics of solution formation Factors impacting solubility – P and T Colligative Properties of solutions BP elevation FP depression Osmotic pressure Vapor Pressure
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Terms Solution – homogeneous mixture
Solvent – generally the larger component of the solution Determines the physical state of the solution Solute – generally the smaller component of the solution Solute is dispersed in the solvent
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Solution Composition Concentrated solution – relatively large amount of solute Dilute solution – relatively small amount of solute
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Solution Composition Unsaturated solution –solution with less than the maximum amount of solute that will normally dissolve at a given temperature Saturated solution - solution with maximum amount of solute that will normally dissolve at a given temperature
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Solution Composition Super-saturated solution - solution with more than the maximum amount of solute that will normally dissolve at a given temperature
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Concentration Units Molarity (M) = moles solute/Liters solution
Molality (m) = moles solute/kg solvent Mass % = Mass solute/mass solution x100% Mole fraction (cA) = moles A/total moles
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Normality Normality (N) = # gram equivalent wt./L solution
Gew = mass of an acid or base that produces 1 mole of H+ or OH -1 Normality = Molarity x (# H+ or OH -1 /mol) 1 M HCl = 1 N HCl 1 M H2SO4 = 2 N H2SO4 For acid base titrations: (NAcid) (VAcid) = (NBase) (VBase)
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Practice! Start by writing definitions for the concentration units M =
Mass % = Mole fraction =
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Starting with Molarity
Solution: 3.75 M H2SO4 solution with a density of 1.23 g/mL Calculate: Mass % Molality mole fraction of H2SO4
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Starting with Masses Solution: Calculate:
A solution is made by combining 66.0 grams of acetone (C3H6 O) with grams of water. Solution has a density of g/mL Calculate: Molarity – need volume of solution Mass % Molality Mole fraction of acetone
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Starting with Mass % Solution: Calculate: 35.4 % H3PO4
Density of 1.20 g/mL Calculate: Molarity Molality Mole fraction of H3PO4
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Starting with Molality
Solution: 2.50 m HCl solution Density of 1.15 g/mL Calculate: Molarity – need _______ Mass % Mole fraction of HCl
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Solution Formation Formation of a solution involves 3 steps
Separate the solute particles expand the solute Separate the solvent particles Expand the solvent Form the solution Solute and solvent interact
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Solution Formation Each step of solution formation involves energy and has a DH. DH1 = energy needed to separate the solute DH2 = energy needed to separate the solvent DH3 = energy released when solution forms
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Solution Formation DHsolution = DH1 + DH2 + DH3
Solutions form when the DHsolution is a small value – see page 504
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Factors Impacting Solubility
Structure – like dissolves like #44 on page 533
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Factors Impacting Solubility
Pressure Pressure has little impact on the solubility of liquids and solids Pressure has a significant impact on the solubility of gases in a liquid The higher the pressure of gaseous solute above a liquid the higher the concentration of the gas in the solution
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Henry’s Law Henry’s Law: C = kP C = Concentration of dissolved gas
k = solution specific constant P = partial P of the solute gas above the solution What does Henry’s Law mean? No calculations required. Page 506
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Temperature and Solubility
Temperature has variable effects on the amount of solid that will dissolve in an aqueous solution! See figure 11.6 page 508 Solutes will dissolve more rapidly at higher temperatures
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Temperature and Solubility
The solubility of a gas in water decreases as temperature increases. See figure 11.7 on page 508 Thermal pollution – read the story on page 510 when you get a chance
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Vapor Pressure of Solutions
See Raoult’s Law on page 510 Psolution = csolvent P0 solvent
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Colligative Properties
properties of a solution that depend upon the amount of dissolved solute, not the identity of the solute. Freezing point depression Boiling point elevation Osmotic Pressure Note: I will be weaving section 11.7 and the van’t Hoff factor (i) into my consideration of these properties and not consider it separately.
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Colligative Properties
FP = Kf m i BP = Kb m i See page 517 for needed constants
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Calculating the bp or fp of a solution
Calculating the molar mass of a solute from fp or bp data
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Osmotic Pressure Osmotic Pressure (P) is often used to determine the molar mass of large biological molecules P = MRTi
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