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Failures of Classical Mechanics: Black-Body Radiation & the Birth of Quantum Theory - Prof, Study notes of Chemistry

An overview of the failures of classical mechanics in explaining various experimental results, focusing on black-body radiation. It introduces the concept of quantization of energy in planck's theory and discusses its implications for heat capacity, atomic and molecular spectra, and the photoelectric effect. The document also includes figures and equations to illustrate the concepts.

Typology: Study notes

2012/2013

Uploaded on 08/07/2013

mrtrwillis
mrtrwillis 🇺🇸

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Download Failures of Classical Mechanics: Black-Body Radiation & the Birth of Quantum Theory - Prof and more Study notes Chemistry in PDF only on Docsity! Classical physics (Newton’s laws of motion) for particles: • Precisely predict the locations and momenta of particles at each instance; • The translational, rotational and vibrational modes of motion can be excited to any energy. Classical Mechanics The electromagnetic spectrum: Classical Mechanics Failures of classical mechanics: • Observation of black body radiation • Heat capacities (for a monotonic solid) • Atomic and molecular spectra • Compton scattering • Photoelectric effect • Optical spectra • Two-slit experiment Heat Capacity Fig. 5. Einstein’s curve fits the experimental data. Dulong-Petit law: The molar heat capacities of all monoatomic solids are ∼25 J K-1 mol-1. Einstein’s theory: Each atom oscillates with a single v, and the oscillation energy is nhv. Experiments: CV 0 when T 0. RC mV 3=, 222 1 3       −      = T T E mV E E e e T RC / / , θ θθ k hv E =θ Atomic and Molecular Spectra Fig. 6. Emission spectra by excited iron atoms. Fig. 7. Absorption spectra of SO2. Fig. 8. Interpretation of spectroscopic transitions. hvE =∆ Photoelectric effect: Wave-Particle Duality Electron diffraction: Evidence for the wave-like character of electrons. Φ−= νhvme 2 2 1 Q1: Calculate the number of photos emitted by a 100 W yellow lamp in 1.0 s. Take the wavelength of yellow light as 560 nm and assume 100% efficiency. The particle character of electromagnetic radiation:
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