SCH4U1 Unit 1 Review

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Erwin Schrödinger

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40 Terms

1

Erwin Schrödinger

Developed a series of mathematical equations to describe the motion of electrons in atoms.

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2

Louis de Broglie

Had the idea that electrons have wave properties. Suggested that an electron bound to a nucleus in an atom resembled a standing wave.

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3

Werner Heisenberg

Created Heisenberg’s Uncertainty Principle

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4

Ferromagnetism

The ability of some atoms to form a permanent magnet (keeping their electron spins in the same direction even after an electric field is removed).

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5

Paramagnetism

The weak attraction of a substance to a magnetic source. This term usually applies to individual atoms.

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6

Hund’s rule

Electrons must be spread out amongst orbitals in such a way that as many electrons as possible remain unpaired.

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7

Pauli Exclusion Principle

No two electrons in the same atom can have the same quantum numbers. This leads to the fact that orbitals can hold a max of 2 electrons.

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8

Aufbau principle

Each electron added will occupy the lowest available energy level.

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9

Heisenberg’s Uncertainty Principle

It is impossible to know the exact location and momentum/speed of an electron at a given moment.

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10

Quantum Mechanical Model

Determines the allowed energies an electron can have, and only shows where electrons are likely to be.

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11

Wave function

A mathematical description of an orbital, describing where an electron of a given energy is likely to be found.

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12

Electron probability density

A plot indicating regions around the nucleus where electrons are likely to be found.

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13

Orbits:

  • Set path

  • #E- = 2n2 (n = energy level)

  • 2D

  • Fixed distance from nucleus

Orbitals:

  • No set path

  • Max #e- = 2

  • 3D

  • Distance from nucleus varies

Difference between orbits and orbitals?

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14

Isoelectronic

Having the same number of electrons per atom, ion, or molecule.

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15

Order of geometries for a tetrahedral orientation?

tetrahedral (109.5), trigonal pyramidal (107), bent (104.5)

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16

Order of geometries for a trigonal bipyramidal orientation?

trigonal bipyramidal (120, 90), seesaw (180, 120, 90), t-shaped (180, 90), linear (180)

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17

Order of geometries for an octahedral orientation?

Octahedral (90), square pyramidal (90), square planar (90), t-shaped (180, 90), linear (180)

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18

Order of geometries for a trigonal planar orientation?

Trigonal planar (120), bent (120), NA

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19

Electron correlation problem

Impossible to calculate exact repulsions between electrons

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20

VSEPR

Valence Shell Electron-Pair Repulsion Theory

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21

What does “A” represent in VSEPR Theory?

Number of central atoms

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22

What does “X” represent in VSEPR Theory?

Number of bonding electrons on central atom

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23

What does “E” represent in VSEPR Theory?

Number of lone pairs on central atom

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24

Electronegativity

How strongly an atom attracts a pair of bonding electrons when in a covalent bond

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25

ENC

Effective nuclear charge. Attraction of the nucleus to a valence electron of interest.

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26

ES

Electron shielding. The blocking of ENC due to inner-shell electrons.

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27

Valence bond theory

Half-filled atomic orbitals overlap to form a new orbital with a pair of opposite-spin electrons.

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28

Hybrid orbital

An orbital created from the combination of at least 2 different orbitals

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29

Hybridization

The process of forming hybrid orbitals from at least 2 different orbitals

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30

Ionic crystals

  • Crystal lattice structure

  • Alternating (+) and (-) charges

  • Hard & brittle

  • High MP

  • Conducts electricity in solution

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31

Metallic crystals

  • Electrostatic interactions

  • Electron sea theory

  • Hard

  • Sheen

  • Malleability

  • High MP/BP

  • Electrical conductivity

  • Low IE

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32

Molecular crystals

  • Individual molecules held together by intermolecular forces

  • IMFs determine structure and properties

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33

Covalent network crystals

  • Intramolecular forces = woven network

  • Extreme hardness

  • High MP/BP

  • Diamond, graphite, buckyball/fullerene, carbon nanotube

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34

Diamond

Interlocking tetrahedral structure

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35

Graphite

  • Hexagonal sheet

  • Slippery & black

  • Electrical conductor

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36

Buckyball/fullerene

  • Soccer-ball like structure

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37

Carbon nanotubes

  • Structure similar to buckyballs

  • Cylindrical

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38

Semiconductors

Covalent network crystal, conducts electricity a little at room temperature, increases conductivity with temperature

  • Si, Ge

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39

Doping

Modifying semiconductors to make them have specific conductive properties

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40

Electrostatic interactions

Interactions between opposite electric charges.

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