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Chapter 4 September 21, 2011
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Properties of Light Light is a kind of electromagnetic radiation: form of energy that exhibits wavelike behavior as it travels through space Electromagnetic spectrum: all the forms of electromagnetic radiation
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The Electromagnetic Spectrum
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Properties of Light Wavelength (λ)- the distance between corresponding points on adjacent waves (units: meter, cm, nanometer) Frequency (v) the number of waves that pass a given point in a specific time (units: hertz) c= λv c= speed of light
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The Photoelectric Effect
End at 2:00.
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The Photoelectric Effect The Particle Nature of Light
Wave theory: light of any frequency would supply enough energy The experiment showed it needed a minimum frequency to eject electrons
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Light has wavelike and particle-like properties
Plank deduced that energy is given off in small, specific quantities called quanta Quantum: the minimum quantity of energy that can be lost or gained by an atom E=hv E= Energy (joules) of quantum radiation H= Plank’s constant x 10-34 v= frequency of radiation emitted Photon: particle of electromagnetic radiation having zero mass and carrying quantum of energy (Einstein)
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Einstein Says… Electromagnetic radiation is absorbed by matter only in whole numbers of photons Minimum Energy= minimum frequency of photon to knock electron off metal Frequency< required energy (electron remains bound) Frequency> minimum energy (electron is ejected from metal surface)
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Ground vs. Excited State
Ground State: Lowest energy state of an atom Excited State: A state in which an atom has a higher potential energy than it has in its ground state Dropping from an excited state to ground state- gives off the energy gained in the form of electromagnetic radiation
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Hydrogen-Atom Line Emission Spectrum
Vacuum with hydrogen gas at low pressure→ pinkish glow Narrow beam of light shined through prism → specific frequencies (wavelengths) of visible light
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Stumped Expected: continuous spectrum
Why? Because it was predicted that Hydrogen would be excited by any amount of energy added to it Observed: specific frequencies of light
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Justification Ephoton= E3-E2
1913 Niels Bohr hypothesis: electron can circle the nucleus only in an allowed path called an orbit, and when in an orbit the electron displays a fixed energy
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Orbits are like a Ladder
An electron can only be in one orbit or another- NOT inbetween You can only stand on one rung of a ladder or the one above it- not in the middle of the two
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Energy Transitions
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Section 4.2 The Quantum Model of the Atom
Just like light, electrons have a wave-particle nature Heisenberg Uncertainty Principle: it is impossible to determine simultaneously both the position and velocity of an electron or any other particle Quantum Theory: describes mathematically the wave properties of electrons and other very small particles.
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How do Electrons Travel?
Electrons do NOT travel around the nucleus in neat orbits Electrons exist in regions called orbitals: 3 dimensional region around the nucleus that indicates the probable location of an electron Not in neat orbits!
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Energy Levels As you increase in rows, an electron’s energy and distance from nucleus increases
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Shape of the orbitals
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Energy Levels + Orbitals
1st energy level: 1 sublevel: s orbital (only) 2nd energy level: 2 sublevels: s and p orbitals 3rd energy level: 3 sublevels: s, p, d orbitals 4th energy level: 4 sublevels: s, p, d, f orbitals 1st energy level 2ndenergy level Energy increases as you increase energy levels 3rd energy level 4th energy level
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Naming energy levels + sublevel
S orbital D orbitals P orbitals F orbitals
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Number of Orbitals per Sublevel
1 s orbital per sublevel 3 p orbitals (x, y, z axis) in each sublevel 5 d orbitals in each sublevel 7 f orbitals in each sublevel
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Spin Quantum Number A single orbital can hold a maximum of 2 electrons
Let’s do some math! The s sublevel has ________ orbital per main energy level 1 2 Therefore, the s sublevel contains ______ electrons per main energy level 3 The p sublevel has ________ orbital per main energy level 6 The p sublevel has ________ electrons per main energy level The d sublevel has ________ orbital per main energy level 5 10 The d sublevel has ________ electrons per main energy level
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Practice Get out your periodic table
Identify the main energy levels, 1, 2, 3, 4 Identify the s, p, d blocks (where those sublevels are) What elements are in the 2 s position? What sublevel is Zinc-65 in? What main energy level and sublevel is phosphorus in? What main energy level and sublevel is calcium in?
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Periodic Table
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4.3 Electron Configuration
Rules: Aufbau Principle: an electron occupies the lowest- energy orbital it can receive Hund’s Rule: orbitals of equal energy are each occupied by one electron before any orbital is occupied by a second electron
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Orbital Notation How many electrons are in Boron? What is the orbital notation Boron: Electron Configuration 1s22s22p1 Number of electrons: count the exponents Electrons=5 Orbital Notation:
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A new look at things…
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Inner-Shell Electrons
First energy level can hold a maximum of 2 electrons 2, 3, 4 energy levels etc. can hold up to 8 electrons
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Valence Electrons Valence Electrons: electrons in the outermost shell that can participate in the formation of chemical bonds with other atoms To figure out valence electrons: Group 1= 1 valence electron Group 2=2 valence electrons Group 13= 3 valence electrons Group 14=4 valence electrons Group 15= 5 valence electrons Group 16= 6 valence electrons Group 17= 7 valence electrons Group 18= 8 valence electrons P block Group 13-10= valence electrons
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Practice Valence Electrons
How many valence electrons are in each of the following elements? Lithium Carbon Helium Chlorine Tellerium (Te) Calcium Nickel 1 4 2 7 6 2 2
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Lewis Dot Structures
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Practice Lewis Structures
Lithium Carbon Helium Chlorine Tellerium (Te) Calcium Nickel
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Electron Configuration Notation
Helium: Lithium: Boron: Carbon: Neon: Sodium: 1s22s22p2 1s22s22p6 1s22s22p63s1
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Noble Gas Configuration
Sodium: OR 1s22s22p63s1 [Ne]3s1 Noble Gas Configuration
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