Chapter 6: Electronic Structure and Periodic Properties of Elements.
6.1 Electromagnetic Energy
6.2 The Bohr Model
6.3 Development of Quantum Theory
6.4 Electronic Structure of Atoms (Electron Configurations)
6.5 Periodic Variations in Element Properties
Explain basic wave behaviors: traveling waves, standing waves.
Describe the wave nature of light.
Calculate light-wave properties (frequency, wavelength, energy).
Distinguish between line and continuous emission spectra.
Describe the particle nature of light.
Important calculation notes: Memorize conversions between nm and m, Hz to MHz, etc.
Light nature studied since antiquity.
Isaac Newton (17th Century)
Proposed white light consists of rainbow colors.
Suggested light composed of tiny particles moving fast.
Thomas Young (19th Century)
Light through narrow slits creates interference patterns.
Found to align more with wave theory than particle theory.
James Clerk Maxwell
Defined light as a visible spectrum part of electromagnetic waves.
Established wave-particle duality concept.
Wave: Oscillatory movement transporting energy.
Examples: Shaking rope, pebble in pond, air expansion during lightning.
Energy transported while matter remains stationary.
Electromagnetic waves: Electric and magnetic fields oscillate perpendicular to travel direction.
Speed in a vacuum: c = 2.998 × 10^8 m/s (often rounded to 3.00 × 10^8 m/s).
Waves characterized by:
Wavelength (λ): Distance between peaks/troughs.
Frequency (ν): Number of wavelengths passing a point in a unit time.
Wave speed equation: c = λν.
Inverse relationship: As wavelength increases, frequency decreases.
Measured in hertz (Hz): cycles per second.
Common multiples:
1 MHz = 1 × 10^6 Hz
1 GHz = 1 × 10^9 Hz
Range of all electromagnetic radiation types.
Visible light is a small portion within the spectrum.
Blackbody: Ideal emitter, approximates many materials under heat.
Sunlight has continuous spectrum due to broad wavelength range.
Max Planck (1900): Developed expression for blackbody radiation fitting observations.
Energy quantization assumption: E = nhν (where h = 6.626 × 10^-34 J·s).
Atoms vibrate at frequencies increasing with temperature.
Photon energy fluctuates with frequency: E = hv or E = hc/λ.
Emission from solids/gases under sufficient heating leads to continuous spectra.
Contrast: Line spectra exist with distinct lines for each element, formed by low-pressure gas excitation.
Explains hydrogen's spectra and propels quantum mechanics development.
Assumed quantization in orbits and introduced energy levels.
Electrons occupy fixed orbits without emitting radiation unless transitioning between orbits.
Energy transitions correspond to differences in orbital energies.
Photons emitted/absorbed match these specific energy changes.
Failed for multi-electron atoms due to electron interactions.
Continued reliance on classical mechanics' precise orbit model.
Electrons exist in discrete energy levels with quantized values, defined by quantum numbers.
Named based on Principal Quantum Number (n), correlating to energy levels.
Shapes and orientations defined by Angular Momentum Quantum Number (ℓ) and Magnetic Quantum Number (mℓ).
Electrons possess a characteristic rotation described by Spin Quantum Number (mₛ), with values ±1/2.
The Pauli Exclusion Principle states two electrons can occupy the same orbital only if they have opposite spins.
Electrons fill orbitals based on the Aufbau Principle (building up from lowest energy levels).
Core and valence electrons defined based on their shells.
Valence electrons: Outermost electrons affecting chemical reactivity.
Core electrons: Inner shell electrons following noble gas configurations.
Atomic size, Ionization energy, and Electron affinity trends are periodic and are influenced by electron configuration and effective nuclear charge.
Covalent radius and ionic size vary across groups and periods, influenced by effective nuclear charge and electron distribution.