All images sourced from: Blackman, Bottle, Schmid, Mocerino, and Wille, Chemistry, 2012 (John Wiley & Sons) ISBN: 9780470810866
Overview of Lecture Topics:
Light
Atomic structure
Elements
Electronic structure
Learning Outcomes:
Understand the relationship between frequency, wavelength, and energy.
Recognize the wave and particle natures of light.
Understand that light is a form of electromagnetic radiation.
Light as a Source of Energy:
Absorption and emission of light by atoms/molecules critical for understanding their structure.
Light carries energy.
Two Theories of Light:
Light as a wave.
Light as a beam of particles.
Historical perspective:
Newton (1687) supported particle theory.
Huygens (1690) supported wave theory.
Thomas Young’s Double-Slit Experiment:
Early 19th-century evidence favored wave theory.
Light produced a diffraction pattern typical of waves.
Inquiry into what oscillates in a light wave.
Electromagnetic Waves:
James Clerk Maxwell (1873) defined light as an electromagnetic wave.
Oscillating electric and magnetic fields propagate as light.
Verified by Heinrich Hertz (1887).
Speed of electromagnetic wave: 3 x 10^8 m/s.
Electromagnetic Radiation Spectrum:
Wavelength (nm) distribution:
Gamma rays
X-rays
Ultraviolet
Visible
Infrared
Microwaves
Radio frequency
Visible light occupies a narrow band in this spectrum: 400-750 nm.
The Wave Nature of Light:
Wavelength (λ): Distance between identical points on a wave.
Frequency (ν): Number of wave crests passing a point per unit time.
Amplitude (A): Height of the wave; related to intensity/brightness.
Properties of Electromagnetic Waves:
All travel at the same speed (speed of light in vacuum: c = 2.998 × 10^8 m/s).
Relationship: c = λν (wavelength and frequency correlation).
Origins of Quantum Theory:
Early 20th century brought a shift in understanding energy and light.
Blackbody Radiation phenomenon exhibited discrepancies with classical theories (e.g., ultraviolet catastrophe).
Max Planck (1900) introduced energy quantization: E = hν
(ν = frequency of oscillation, h = Planck’s constant).
Further Developments in Quantum Theory:
Despite quantization, light was still viewed as a wave by most physicists, including Planck.
Photoelectric Effect: Light can eject electrons from metals only if frequency is above a specific threshold.
Classical view: energy proportional to amplitude (wave theory) vs. light's energy proportional to frequency (particle view).
Einstein (1905) proposed light has both wave and particle natures (photons).
The Particle Nature of Light:
All electromagnetic radiation travels at the same speed, but energy varies with frequency.
Higher frequency = faster arriving photons = higher energy.
Formula: E = hν (Planck's relation).
Constant: h = 6.626 x 10−34 Js.
Wave-Particle Duality:
Light exhibits both wave behaviors (as shown in Young's double-slit experiment) and particle behaviors (photoelectric effect).
Chemists utilize the model (wave or particle) that best fits experimental data.
Final Learning Outcomes:
Understand the relationship c = λν and E = hν.
Evidence for both wave and particle behavior demonstrated by experiments.
Recognize oscillation of electric and magnetic fields in wave model of light.
Preparation for Next Lecture:
Question: Comparing red and blue light in terms of frequency, wavelength, speed, and energy.
(a) Which has higher frequency? (b) Longer wavelength? (c) Faster speed? (d) Greater energy?