Colligative Properties Flashcards
True Solution
- One-phase, homoogeneous molecular dispersion
- No phase separation or boundary
Binary Solution
-Solution with 1 solute and 1 solvent
Solvent
First Substance
-For liquids - solvent is [higher]
Solute
Second Substance
Component/Constituents
-No distinction between solute and solvent
Nonelectrolytes
- When dissolved they do NOT form ions
- Will NOT conduct electrical currency
- EX: sucrose, glycerin, urea
Electrolytes
- Substances that dissociate into ions when dissolved
- Strong = complete dissociation
- Weak = partial dissociation
Additive Property
- Contribution of each atom of the molecule add up
- EX: MW
Constitutive Property
- Depending on arrangement of atoms in molecule
- EX: electrical properties, light refraction, solubility
Colligative Property
-Number of “particles” in solution
Examples of Colligative Properties
- Vapor pressure lowering
- Freezing point depression
- Boiling point elevation
- Osmotic pressure changes
Do electrolytes or nonelectrolytes contribute more to colligative properties?
Electrolytes
-Ionization of electrolytes produces more particles
Ideal Solutions
- No changes in the properties of the two components when mixed together
- No heat given off or absorbed
- No shrinkage or expansion of volume
- All constitutive properties are weighted averages of each component
- Molecules of solute interact with solvent the same way
More likely to occur when mixing “like” substances
Real/Non-Ideal Solutions
- Solute molecules interact to a greater or lesser extent with solvent molecules than other solute molecules
- Dependent on interactions between solute and solvent as to if the solution is ideal/real
- Recall vapor pressure of liquids is a reflection of intermolecular bonding
- Greater bonding in liquid state = lower vapor pressure
Raoult’s Law
-Vapor pressure of a substance in solution os equal to vapor pressure of PURE compound multiplied by its mole fraction
Pa = Pa0 * Xa Pb = Pb0 * Xb Pt = Pa + Pb
Negative Deviations
- Indicated attractive forces between A and B
- These are GREATER than those between A/A and B/B
Positive Deviations
- Indicates attractive fores between A/A and B/B
- These are GREATER than those between A and B
Simple Binary Solutions
- Nonelectrolytes
- If the solute is nonvolatile, then the partial pressure of solvent IS the vapor pressure
- Delta P = PaO * 0.018 * m
- m = molality, PaO is vapor pressure of pure SOLVENT
Actual Vapor Pressure =
-Difference of the vapor pressure of the pure solvent from delta P (vapor pressure lowering)
Relative Vapor Pressure Lowering
- Often referenced as a percentage
- Since compared to “whole” vapor pressure of the pure solvent
Boiling Point
- Temperature when the vapor pressure of a solution equals the external pressure
- Nonvolative solute in a solvent will have a higher boiling point than pure solvent (lowered vapor pressure)
- Therefore referred to as boiling point elevation
Boiling Point Elevation
- Delta Tb = kb * m
- Kb = molal elevation constant (ebullioscopic constant), 0.51 for aqueous solutions
- m = molality
- Add to original boiling point for actual boiling point of solution
- *Dependent on [solute]
Freezing Point Depression
- Delta Tf = kf * m
- m = molality
- Kf = cryoscopic constant, 1.86 for water
- Actual freezing point is original minus the freezing point depression
Osmotic Pressure
- Osmosis - process of solvent diffusion across a semi-permeable membrane (OP driven)
- No osmosis if OP is the same on either side
- Solvent molecules move towards area of greater osmotic pressure
- Equalizes as solvent dilutes the side with greater pressure by decreasing the solute’s concentration
[Solute] + Colligative Properties
- Decreases vapor pressure
- Decreases freezing point
- Increases boiling point
- Increases osmotic pressure
van’t Hoff Equation
- Used to calculate osmotic pressure
- (pi) = mRT
- m = molality
- R = gas constnat
- T = temperature in Kelvins
Nonelectrolyte Points
- If the two solutions have the same vapor pressure,t hen they have the same osmotic pressure, boiling point, and freezing point too
- All equations to measure pressures and changes in temperatures use molality
Solute MW in Binary Solutions
m = (1000 * w2)/(w1 * MW2) w1 = weight of solvent w2 = weight of solute MW2 = molecular weight of solute