Chemistry unit 2 the atom

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Electrostatic force

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Pain and suffering. Oh and also Average atomic mass Nuclear decay (be able to write decay equations) Half-life problems Dalton's Atomic Theory Models of the atom (plum pudding, nuclear, Bohr, quantum) Properties of light (wavelength, frequency, energy, speed Quantum Model

Chemistry

41 Terms

1

Electrostatic force

  • Force of attraction between positive protons and negative electrons

  • force of repulsion between positive protons

  • Acts over long distances (between electron cloud and nucleus)

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2

Strong force

  • Force of attraction between protons and neutrons

  • Acts over short distances (between neighboring protons and neutrons)

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3

What is a quanta?

the minimum amount of energy that can either be lost or gained by an atom.

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4

When an electron jumps from its ground state up into an excited state does the atom absorb or release energy?

absorbs

<p>absorbs</p>
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5

Alpha decay

  • removes two protons and neutrons (4/2 He)

  • moves to the left on the periodic table

  • Ex: (238/92 U)→(234/90 Th)+(4/2 He)

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6

Beta decay

  • Turns a neutron into a proton

    • When the neutron splits apart it gives off a proton and a beta particle. The beta particle has 0 mass but a -1 number in the bottom

  • (14/6 C)→(14/7 N) +(0/-1 e)

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7

What is the goal of Alpha and Beta decay?

Both have too many neutrons, the goal is to get an equal amount of protons and neutrons. Alpha is used when there is a lot more neutrons than protons, beta is used in smaller numbers.

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8

Gamma decay

  • Nucleus in excited state→high energy gamma ray emitted

  • only gets rid of energy

  • (12/6 C) → (12/6 C) +y

  • nucleus changes from a higher energy state to a lower energy state through the emission of electromagnetic radiation (photons)

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9

What blocks radiation

knowt flashcard image
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10

Nucleur fission

  • heavy nucleus divides to form smaller, more stable nuclei, and releases large amounts of energy

  • many isotopes of heavy elements undergo fission if bombarded by high energy neutrons

  • additional neutrons are also produced that can induce fission in other nuclei, which in turn produces more neutrons, and so on. A nuclear chain is created.

  • Fission is used in nuclear weapons and nuclear reactors

  • A form of alpha decay

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11

Nuclear fusion

  • lighter nuclei combine to form larger, more stable nuclei

  • fusion reactions release much more energy than fission reactions

  • fusion creates the energy in the sun

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12

Band of stability

  • Whenever the difference between neutrons to protons within a nucleus is significant enough an isotope is radioactive

  • the number of the protons is very high above 82, so the ratio of neutron and proton becomes less or greater than the one; therefore, the ratio becomes unstable.

  • Band of stability ends at 82, numbers above 82 are unstable

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13

Energy levels

  • Lowest energy level is closest to the nucleus. (E1)

  • The higher the energy level the further it is from the nucleus.

<ul><li><p><span style="font-family: Tahoma, sans-serif">Lowest energy level is closest to the nucleus. (E</span><sub>1</sub><span style="font-family: Tahoma, sans-serif">)</span></p></li><li><p><span style="font-family: Tahoma, sans-serif">The higher the energy level the further it is from the nucleus.</span></p></li></ul>
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14

Quantum theory

  • a mathematical equation that describes the most probable positions of electrons in an atom

  • Solutions to Schrodinger’s equation, gives the probability of finding an electron

  • electrons do not travel in neat orbits around the nucleus as Bohr said; electrons exist in regions called electron clouds or orbitals

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15

Orbitals

  • orbitals are 3 dimensional regions around the nucleus where an electron is most likely to be found

  • each orbital has a unique amount of energy

    • electrons farther away from the nucleus have greater amounts of energy

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16

quantum numbers

  • set of “coordinates” that describes the position and properties of electrons

  • Quantum numbers are the solution to Schrodinger’s equation

  • quantum numbers tell us the:

    • Shape of the orbitals (regions around the nucleus where electrons are likely to exist)

    • Distance from the nucleus (and therefore the amount of energy electrons have)

  • Thing of quantum numbers as the address for each electron

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17

S sublevel

  • Max 2 electrons

  • Sphere shape

  • 1 configuration

<ul><li><p>Max 2 electrons</p></li><li><p>Sphere shape</p></li><li><p>1 configuration </p></li></ul>
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18

P sublevel

  • Max 6 electrons

  • 3 3D orientations

  • Dumbbells

  • 6 electrons because there are 2 electrons in each configuration (2 in the first way you can place a dumbbell, 2 in the second unique way you can place a dumbbell, and 2 in the third unique way you can place a dumbbell)

<ul><li><p>Max 6 electrons</p></li><li><p>3 3D orientations</p></li><li><p>Dumbbells</p></li><li><p>6 electrons because there are 2 electrons in each configuration (2 in the first way you can place a dumbbell, 2 in the second unique way you can place a dumbbell, and 2 in the third unique way you can place a dumbbell)</p></li></ul>
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19

D sublevel

  • set of clovers

  • 5 3D orientations

  • 10 electrons max

<ul><li><p>set of clovers</p></li><li><p>5 3D orientations </p></li><li><p>10 electrons max</p></li></ul>
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20

F sublevel

  • flower petals

  • 7 3D orientations

  • max 14 electrons

<ul><li><p>flower petals</p></li><li><p>7 3D orientations</p></li><li><p>max 14 electrons</p></li></ul>
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21

Sub levels and special rules

  • Helium counts as part of the s-level while still being a noble gas

  • you do n-1 for the d block

  • you do n-2 for the f block

  • When looking at the total number of electrons in level 3 don’t forget to count s, p, AND d. Even if the d block comes after 4s, it still counts as part of level 3 because it starts with 3

  • Ex: (3s² 3p^6 4s² 3d^10) total number in level 3: 18

<ul><li><p>Helium counts as part of the s-level while still being a noble gas</p></li><li><p>you do n-1 for the d block</p></li><li><p>you do n-2 for the f block</p></li><li><p>When looking at the total number of electrons in level 3 don’t forget to count s, p, AND d. Even if the d block comes after 4s, it still counts as part of level 3 because it starts with 3</p></li><li><p>Ex: (3s² 3p^6 4s² <strong>3d^10</strong>) total number in level 3: 18</p></li></ul>
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22

Valence electrons

  • you can tell the number of valence electrons by looking at the column number (once you hit the P block just remove the one and use the number in the ones place as the number of valence electron)

<ul><li><p>you can tell the number of valence electrons by looking at the column number (once you hit the P block just remove the one and use the number in the ones place as the number of valence electron)</p></li></ul>
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23

ions using electron configuration

  • An element may resemble a noble gas when you look at its electron configuration because it has either gained or lost electrons to get a perfect 8 in its outer orbital

  • If the outer orbital has 4 electrons, the element could either gain or lose 4

  • Fl: 1s²2s²2p^5 → 7 electrons in level two so it gains another to reach 8→ Fl^-1: 1s²2s²2p^6

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24

Aufbau principle

The Aufbau principle, also called the Aufbau rule, states that in the ground state of an atom or ion, electrons fill subshells of the lowest available energy, then they fill subshells of higher energy. For example, the 1s subshell is filled before the 2s subshell is occupied.

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25

Pauli exclusion principle

if two electrons occupy the same orbital, they must have opposite spin

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26

Hunds rule

  • Electrons will pair up in an orbital only when all orbitals in the same sub level have one one electron

  • When single electrons occupy different orbitals of the same sub level they all have the same spin

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27

orbital diagrams

  • Arrows represent the electrons spinning

  • the amount of lines must match the number of orientations

  • There must be up arrows in every line before down arrows can be paired with the up arrows

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28

Units you need to know

learn deca too even if its not circled

<p>learn deca too even if its not circled</p>
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29

Democritus

  • 400 BC

  • Proposed the idea of atomos, meaning indivisible

  • philosopher not a scientist

  • no experimental evidence only thought experiments

<ul><li><p>400 BC</p></li><li><p>Proposed the idea of atomos, meaning indivisible</p></li><li><p>philosopher not a scientist</p></li><li><p>no experimental evidence only thought experiments</p></li></ul>
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30

Dalton

  • 1803

  • Billiard ball model, atoms are solid indestructible units

<ul><li><p>1803</p></li><li><p>Billiard ball model, atoms are solid indestructible units</p></li></ul>
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31

Thomson

  • 1897

  • Plum pudding model

  • solid atoms consist of a uniform, positively charged substance containing small negatively charged electrons in it

  • Atoms consist of negative electrons embedded in positively charged mass

  • Charges are balanced, atom is neutral (no net charge)

  • Cathode ray experiment→discovered that there are electrons.

<ul><li><p>1897</p></li><li><p>Plum pudding model</p></li><li><p>solid atoms consist of a uniform, positively charged substance containing small negatively charged electrons in it</p></li><li><p>Atoms consist of negative electrons embedded in positively charged mass</p></li><li><p>Charges are balanced, atom is neutral (no net charge)</p></li><li><p>Cathode ray experiment→discovered that there are electrons. </p></li></ul>
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<p>Rutherford</p>

Rutherford

  • 1911

  • nuclear model

  • A small, dense, centrally located positive region (nucleus) surrounded by negatively charged electrons in empty space

  • Gold foil experiment, when some atoms bounced back it proved that the atoms were mostly empty space, however they had something solid in the middle

<ul><li><p>1911</p></li><li><p>nuclear model</p></li><li><p>A small, dense, centrally located positive region (nucleus) surrounded by negatively charged electrons in empty space</p></li><li><p>Gold foil experiment, when some atoms bounced back it proved that the atoms were mostly empty space, however they had something solid in the middle</p></li></ul>
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33

Bohr

  • 1913

  • Planetary model

  • Electrons orbit the nucleus at certain specific distances and have specific energies (ie the closer the electron orbits the nucleus, the lower the energy, the farther away, the higher)

<ul><li><p>1913</p></li><li><p>Planetary model</p></li><li><p>Electrons orbit the nucleus at certain specific distances and have specific energies (ie the closer the electron orbits the nucleus, the lower the energy, the farther away, the higher)</p></li></ul>
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34

Shrodinger

  • 1926

  • probability model distribution

  • This model includes protons and neutrons (held together by strong force) in the nucleus surrounded by electrons in clouds (orbitals- representing the probability of finding electrons here)

<ul><li><p>1926</p></li><li><p>probability model distribution</p></li><li><p>This model includes protons and neutrons (held together by strong force) in the nucleus surrounded by electrons in clouds (orbitals- representing the probability of finding electrons here)</p></li></ul>
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35

All equations you need to know (regarding energy and light)

  • c=λv, c=speed of light (constant), λ=wavelength in m, v=frequency in /s

  • E=hv, v=frequency, h=Planck's constant, E= energy of one light photon

  • 1 Angstrom (Ă…)=1.0 Ă— 10-10m

  • 1Hz=1/s

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36

How does an atom give off color

  1. You add energy (photons)

  2. Electron gets excited

  3. Electron moves up in energy levels

  4. Electron moves back to original position→electron emits energy in the form of light

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37

What colors have the highest energy, frequence, biggest wavelength etc?

  • Violets have the highest energy and frequency, and the smallest wavelength

  • Reds have the lowest energy and frequency and the biggest wavelength

  • All waves travel at the same speed (the speed of light)

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38

Why can’t a single atom of hydrogen produce all four hydrogen spectral lines simultaneously?

Because hydrogen only has 1 electron, and there can only be 1 spectral line per electron.

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39

Considering the previous statement, how is it we can see all four colors form a hydrogen gas discharge tube simultaneously?

There are multiple hydrogen atoms, each resulting in a certain wavelength of light. There are only 4 types of waves that hydrogen can emit, each of them with a unique amount of energy being emitted. You can see all 4 using a prism but you can only see all 4 because there are multiple atoms and therefore multiple electrons, just one electron would result in only one color.

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40

How to calculate average atomic mass?

(percent abundance in decimal form)(amu)+(percent abundance of second isotope in decimal form)(amu) and so on

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41

Half life equations

m^i/2^n=mf

T=(t1/2)(n) n=number of half lives

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