ATOMIC PHYSICS. history/cosmology/tools/ tools-spectroscopy.htm CHAPTER 9 - FROM SPECTROSCOPY TO ATOMS
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1 ATOMIC PHYSICS history/cosmology/tools/ tools-spectroscopy.htm CHAPTER 9 - FROM SPECTROSCOPY TO ATOMS
2 What We Will Study Basics of electromagnetic radiation - The AC generator, again - Propagation and antennas - The electromagnetic spectrum Basics of light spectroscopy - The prism light spectrometer - Stellar spectra Study Sections 9.1, 9.3, 9.7 Read other sections as necessary for background. Models of the atom - Early models - Bohr s model and energy levels - Photons and Planck s constant - The electron cloud model
3 Remember The AC Generator + Antenna tips alternate charge in one revolution -
4 The Antenna Wavelength λ + - Speed c
5 Some Facts to Remember The time it takes for one cycle, (one revolution of the generator) is the period, τ, seconds per cycle. Frequency, f, is cycles per second, or 1/τ. Example: the AM radio dial starts at a frequency of 550 khz The electromagnetic waves all travel at the speed of light, c = 3.00 X 10 8 m/s, in vacuum.
6 Wavelength and Frequency The speed of light is c, m/s. The time of one cycle is τ, seconds. So, the distance traveled in on cycle is: λ = cτ You should remember this as: f λ = c
7 The E/M Spectrum
8 The Spectrograph
9 Emission Spectrum of H2
10 Absorption Spectrum of H2
11 Stellar Spectra Scientist could associate spectra with the chemical elements (atoms), but why spectra? This required a new model of the atom.
12 Models of the Atom - Chemistry Five main points of Dalton's atomic theory 1. Elements are made of extremely small particles called atoms. 2. Atoms of a given element are identical in size, mass, and other properties; atoms of different elements differ in size, mass, and other properties. 3. Atoms cannot be subdivided, created, or destroyed. 4. Atoms of different elements combine in simple whole-number ratios to form chemical compounds. 5. In chemical reactions, atoms are combined, separated, or rearranged. John Dalton
13 Models of the Atom: Electrons J. J.Thomson
14 Models of the Atom: Nuclei Ernest Rutherford
15 Models of the Atom: Quanta Niels Bohr
16 The Photon, Plack s Constant Photon energy (transition energy), E = hf. A photon is like a particle with kinetic energy E. h = Planck s constant. f = frequency of the light photon. ΔE = hf h = J s
17 Energy States in Atoms Remember these principles 1. Atoms absorb or emit electromagnetic radiation only in discrete quantities of energy called quanta. 2. When an atom absorbs or emits quanta, we say that the atom has changed energy state. 3. The lowest energy state, from which no energy can be emitted, is called the ground state. 4. States other than the ground state are called excited states.
18 Emission / Absorption Models In emission, a change from higher to lower energy state, the electron falls converting electrical potential energy to a photon of light.
19 Emission / Absorption Models In absorption, a photon of light knocks an electron up to a higher orbit, putting the atom in a higher energy state. Electrical potential energy is now stored in the atom, so to speak.
20 Quantized Energy States This is the explanation of spectra! Consider the Balmer transition from n = 3 to n = 2. How much energy is released by the atom? What frequency (color) of light is seen? Energy in Joules (X )! 21.8!! 20.4! 19.3!! 16.3!!!! 0.00
21 How Much Energy? E 3 = J E 2 = J ΔE = E 3 E 2 = J Energy in Joules (X )! 21.8!! 20.4! 19.3!! 16.3!!!! 0.00
22 What Color? ΔE = hf f = ΔE h f = J J s f = Hz λ = c f = m/s Hz Energy in Joules (X )! 21.8!! 20.4! 19.3!! 16.3!!!! 0.00 λ = µm = 658 nm
23 Electron Cloud Model I call it the resonance model. Resonance: Musical instruments produce sound waves via resonance. A cavity, such as an organ pipe is a resonant cavity. A guitar string vibrates at only certain resonant frequencies Electrons confined to an atom are resonant waves by analogy. Electrons behave as waves! (The flip-side of light behaving as particles.)
24 Pipe Organ Example
25 Resonant Modes Strings Pipes
26 Electrons As Resonances Quantum theory, or wave mechanics is needed to model the modes of electrons in multi-electron atoms.
27 Cloud Model of Hydrogen
28 Review AC Generator Antenna Electromagnetic Radiation Theory f λ = c Spectroscope Spectral Lines Electrons & Nuclei Atomic Models Photons Bohr Model ΔE = hf Quantum Mechanics Cloud Model of Atoms
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