chapter 2 atomic structure. law of conservation of mass mass can be the total mass of the
TRANSCRIPT
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Chapter 2
Atomic Structure
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Law of Conservation of Mass
• Mass can be
• The total mass of the
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Law of Constant Composition
• Water is water, no matter where you get it; H2O is H2O
• The elements in a compound are present in a
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Percent Composition
• Percent by mass of an element in a compound.–
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Practice
• Determine the percent composition of calcium phosphate, Ca3(PO4)2.
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Dalton’s Theory• All matter is composed of• The atoms of any one element are • .• Atoms of different elements have
different masses.• Compounds are
• In reactions, atoms are exchanged to form new compounds.
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Atomic masses
• Relative.
• Based on carbon-12.
• Isotopes.
• Mass numbers on Table reflect abundance of isotopes.
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Atomic Number
• Tells you… 1
H
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Structure
• Protons–
• Neutron–
• Electron–
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Mass Number
• Tells you–
– H1.00794
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Calcium
• Atomic number = –
• What is the charge?
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Ions
• Gain or lose –
• Octet Rule:–
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Calcium Ion
• Has ‘lost’ 2 electrons
• What is the charge?
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Sulfide Ion
• Has gained two electrons
• What is the charge?
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Isotopes• Identified by mass number
• C-12, C-13
• Alternate notation– – C
12
6
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Determining Average Mass
• Ave = (mass of isotope 1 x % abundance as a decimal) + (mass of isotope 2 x % abundance as a decimal)
• H-1 = 99%
• H-2 = 0.88%
• H-3 = 0.12%
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Average Atomic Mass
• What is the average mass of element Q? The abundances are:– Q-54 42%– Q-52 20%– Q-57 10%– Q-58 28%
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Periodic Table
• Label appropriately…
• Properties of elements
• Tables 2.2 and 2.3
• Explained by organization in atom
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Electromagnetic Radiation
• Electromagnetic spectrum
• Radio waves cosmic rays
• Visible light is small portion
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Electromagnetic Radiation
• Speed of light in air Electromagnetic radiation moves through a vacuum at speed of
• Since light moves at constant speed there is a relationship between wavelength and frequency:
Wavelength and frequency are inversely proportional
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Practice
• What is the wavelength of light that has a frequency of 2.51 x 1016s-1?
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Electromagnetic Spectrum
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Emission Spectra
• See figure 2.10, p 51
• Radiation emitted by an ‘excited’ atom
• Color is specific to the atom
• Fireworks
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LineLineSpectrumSpectrum
• Elements in gaseous states give off colored
light– High
temperature or high voltage
– Always the same
– Each element is unique
• Spectra
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Line SpectrumLine Spectrum• Ground state
–
• Excited state–
– Farther from nucleus–
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Line SpectrumLine Spectrum• Electron falls from higher energy
level to lower
• Color of light emitted depends on difference
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Line SpectrumLine Spectrum• Each band of color is produced by
light of a different • Each particular wavelength has a
definite
• Each line must therefore be produced by emission of
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Absorption Spectra
• Radiation
• Used as a tool to measure concentration
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Model of the Atom
• Niels Bohr
• Solar system model
• Explains Hydrogen
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The Bohr AtomThe Bohr Atom•Model didn’t seem to work with atoms with more than one electron
•Did not explain chemical behavior of the atoms
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Beginnings…Beginnings…
• Max Planck (1858-1947)– Proposed that there is a fundamental
restriction on the amounts of energy that an object emits or absorbs,
• Energy is released in
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BeginningsBeginnings
• A quantum is a finite quantity of energy that can be gained or lost by an atom
E =
v =
h = 6.626 x 10-34 J/s
• This constant, h, is the same for all electromagnetic radiation
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Practice
• Determine the energy of light with a frequency of 2.22 x 1019 Hz
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Quantum numbers
• There are 4
• Tell you how
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Principal Quantum Number
• The first quantum number
•
• Corresponds to the
• Value of
• Symbolized by n
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Azimuthal Quantum Number
• The second quantum number
• Tells you the
• Symbolized by l
• Has values of 0 to n-1
• Usually shown as
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OrbitalsOrbitalsEach sublevel (orbital) has a specific shape
http://daugerresearch.com/orbitals/
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Quantum NumbersQuantum Numbers
• Orbital Quantum Number:– Indicates the shape of an orbital– (subshell or sublevels)– s, p, d, f Principal Quantum # Orbital Quantum #
1 1s2 2s, 2p3 3s, 3p, 3d4 4s, 4p,
4d, 4f
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Magnetic Quantum Number
• The third number
• Tells you the
•
• Has values of +l to -l
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Orbitron
• For a full view of the different orbital shapes, visit
• http://www.shef.ac.uk/chemistry/orbitron/index.html
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Spin Quantum Number
• Final quantum number
•
• Electrons behave like little magnets (spin gives magnetism)
• Value of + or – ½ or…
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Putting it all together
• Table 2.6 and 2.7
• Orbital arrangement on the periodic table
• Electron configuration
• Aufbau principal– “Building up’
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Pauli Exclusion Principal
• No more than
• No electron can have the
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Hund’s Rule
• Electrons will fill
• Applies to p, d, and f orbitals
• Electrons (little magnets) repel each other if they have the same spin
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Rules for Orbital FillingRules for Orbital Filling
• Pauli’s Exclusion Rule–
• Hund’s Rule–
1s 2s 2p 3s 3p
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Rules for Orbital FillingRules for Orbital Filling• Aufbau
– The order of fillingis from the
bottom (low energy) up
– Due to energy levels
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Rules for Orbital FillingRules for Orbital FillingDiagonal Rule
The order of filling once the d &
f sublevels are being filled
Due to energy levels
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Quantum NumbersQuantum Numbers
• Spin Quantum Number:– Indicates two possible states of an electron in
an orbital
Type of Orbital Number of Orbitals
s 1 ( )
p 3 (x, y, z) ( , , ,)
d 5 ( , , , , )
f 7
Each orbital holds a maximum of 2 electrons
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Application of Quantum Application of Quantum NumbersNumbers
• Several ways of writing the address or location of an electron
• Lowest energy levels are filled first• Electron Configuration: using the diagonal
rule, the principal quantum number (n), and the sublevel write out the location of all electrons
12C: 32S:
1s22s22p63s23p4
1s22s22p2
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Application of Quantum Application of Quantum NumbersNumbers
• Orbital filling electron diagram: using Hund’s rule and the diagonal rule write out the location of all electrons
• See examples on whiteboard
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Chapter 1
• States of matter
• Classification of substances– Mixtures– Pure substances, etc
• Methods of separation of mixtures
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Chapter 1
• Measurement
• Units
• Conversions
• Significant figures, calculations
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Chapter 1
• Density and calculations
• Temperature and conversions
• Specific heat and calculations
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Chapter 2
• Dalton’s ideas
• Percent composition
• Interpretation of the table– Masses, atomic number, etc
• Isotopes and average weighted mass
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Chapter 2
• Quantum numbers
• Orbitals
• How to put them together…