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Quantum Chemistry
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Valence Edward Frankland ( ) Illustrated for Group 5A Elements
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When the formulae of inorganic chemical compounds are considered, even a superficial observer is impressed with the general symmetry of their construction. The compounds of nitrogen, phosphorus, antimony, and arsenic, especially, exhibit the tendency of these elements to form compounds containing 3 or 5 atoms of other elements; and it is in these proportions that their affinities are best satisfied: thus in the ternal group we have: NO3, NH3, NI3, NS3, PO3, PH3, PCl3, SbO3, SbH3, SbCl3, AsO3, AsH3, AsCl3, etc.: and in the five-atom group, NO5, NH4O, NH4I, PO5, PH4I, etc. Without offering any hypothesis regarding the cause of this symmetrical grouping of atoms, it is sufficiently evident from the examples just given, that such a tendency or law prevails, and that, no matter what the character of the uniting atoms may be, the combining power of the attracting element, if I may be allowed the term, is always satisfied by the same number of these atoms. Phil. Trans. Royal Soc. 1852
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Richard Abegg ( ) Abegg’s Rule The difference between the maximum positive and negative valence of an element is frequently eight.
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Gilbert N. Lewis ( )
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Cubical Model of the Atom (1902)
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Chemical Bonding
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Quantum Mechanics H Y = E Y Wave Equation
Erwin Schrodinger (1887 – 1961)
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Molecular Orbital Theory
Valence Bond Theory C.A. Coulson (1910 – 1974) Linus Pauling (1901 – 1994)
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The Development of Quantum Mechanics
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Nature of Light Christiaan Huygens (1629 – 1695)
Isaac Newton ( )
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Properties of Waves Reflection Refraction
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Diffraction
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Interference
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Properties of Light Refraction Reflection
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Reflection of Light Corpuscles
Refraction of Light Corpuscles
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Huygen’s Construction
Huygen Construction for Reflection Huygen Construction for Refraction
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Young’s Double Slit Experiment
Thomas Young (1773 – 1829)
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Laser Source for Double Slit Experiment
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Interpretation of the Double Slit Results
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Fresnel’s Dot Augustin Jean Fresnel (1788 – 1827)
Simeon Poisson (1781 – 1840)
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Maxwell’s Equations James Clerk Maxwell (1831 – 1879)
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Electromagnetic Radiation
Electromagnetic Spectrum
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Heinrich Hertz (1857 – 1894)
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Blackbody Radiation
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Cavities as Blackbodies
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The Ultraviolet Catastrophe
Lord Rayleigh James Jeans
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Max Planck (1858 – 1947) After a few weeks of the most strenuous labor of my life, the darkness lifted and a new, unimagined prospect began to dawn.
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Photoelectric Effect
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Einstein’s equation was a bold prediction,
Albert Einstein (1879 – 1955) Robert Millikan ( ) Einstein’s equation was a bold prediction, for at that time there was no evidence that Planck’s constant had any applicability outside of blackbody radiation and there were no experimental data on the [kinetic energy] as a function of frequency. Physics by Paul A. Tipler
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Millikan’s Photoelectric Data
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The Double Slit Experiment Revisited
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Nature of Light Young Einstein Wave Particle (photon)
Wave-Particle Duality (What does this mean?)
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Atomic Structure Evidence - Atomic Spectra Hydrogen Helium Mercury
Neon
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Evidence - Discovery of the Electron
Cathode Ray Tube JJ Thomson (1856 – 1940)
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Evidence - Charge of the Electron
Robert Millikan ( )
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Evidence - Rutherford’s Gold Foil Experiment
Ernest Rutherford (1871 – 1937) One day Geiger came to and said, “Don’t you think that young Marsden, whom I am training in radioactive methods, ought to begin a small research?” Now I had thought that too, so I said, “Why not let him see if any alpha particles can be scattered through a large angle?” I may tell you in confidence that I did not believe that there would be, since we knew the alpha particle was a very fast massive particle, with a great deal of energy, and you could show that if the scattering was due to the accumulated effect of a number of small scatterings the chance of an alpha particle being scattered backward was very small.
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Then I remember two or three days later Geiger coming to me in
great excitement and saying, “We have been able to get some of the alpha particles coming backwards…” It was quite the most incredible event that has ever happened to me in my life. It was almost as incredible as if you fired a 15-inch shell at a piece of tissue paper and it cam back and hit you.
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Deal with the Simplest Atom First - Hydrogen
Johann Jakob Balmer ( ) Hydrogen Spectrum
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Ritz Combination Principle
Johannes Rydberg (1854 – 1919) WalterRitz (1878 – 1909) Ritz Combination Principle The sum of the frequencies of two spectral lines equals the frequency of a third.
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The Complete Hydrogen Spectrum
Lyman Lines Balmer Lines Paschen Lines
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Energy Diagram for the Hydrogen Atom
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