Dispersion Forces:
Present in all molecules, including formaldehyde.
Dipole-Dipole Forces:
Formaldehyde is polar, which allows for dipole-dipole interactions.
Identified through the presence of a dipole moment, where one end of the molecule is partially positive and the other is partially negative.
Hydrogen Bonding:
Requires hydrogen to be bonded to highly electronegative atoms (O, N, F).
Formaldehyde does not participate in hydrogen bonding because its hydrogen is linked to carbon, not an electronegative atom.
Mixing with Water:
Although formaldehyde does not exhibit hydrogen bonding in its own molecule, it can interact with water due to:
Hydrogen bonding between water molecules and the partial positive hydrogens in formaldehyde when in solution.
Presence of dipole-dipole interactions in water as well.
Gaseous State at Room Temperature:
Formaldehyde exists as a gas due to weak intermolecular forces allowing molecules to remain apart.
Mixing with water enhances interaction through stronger intermolecular forces between formaldehyde and water, leading to a stable solution.
Introduction to Phase Diagrams:
Discussed temperature and pressure as key factors affecting molecular phases.
Intermolecular forces define the interactions holding molecules together.
Phase diagrams are substance-specific and can change based on concentration, temperature, and pressure.
Example Phase Behavior:
Increasing temperature provides kinetic energy to overcome intermolecular forces, thus changing phase.
Increasing pressure pushes molecules together, requiring higher temperatures to change phase.
Phase Curves:
Diagrams depict when substances are solids, liquids, or gases at varying pressures and temperatures.
Lines on diagrams represent phase changes (e.g., melting, vaporization).
Critical Points:
Changes in phase (such as solid to liquid) yield states of dynamic equilibrium, where both states coexist.
Triple Point: State where all three phases (solid, liquid, gas) are present simultaneously.
Critical Point: When liquid and gas phases become indistinguishable, resulting in a supercritical fluid, which has unique properties useful in industrial applications (e.g., supercritical CO2).
Normal Phase Characteristics:
'Normal' refers to a pressure of 1 atm (760 mmHg).
Normal boiling point of water: 100°C.
Normal melting/freezing point of water: 0°C.
Heat Calculation:
Heat required for temperature changes: Use q = mcΔT.
For phase changes: Use q = nΔH, where n is the number of moles and ΔH is the enthalpy change.
Energy vs. Temperature:
Increasing energy contributes to temperature change until a phase change occurs, where temperature remains constant while potential energy increases as heat is added.
Calculation for heat involves adding contributions from different segments of a phase change (using specific heat for temperature changes and enthalpy for phase changes).
Zoomed-In Phase Diagram:
Vapor pressure curves are focused on the liquid-gas transition.
Important for calculating boiling points and vapor pressures at specific temperatures using phase diagrams.