Atomic Structure Hl

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    ElectronConfiguration

    IB Chemistry Power Points

    Topic 12

    Atom ic Structure

    www.pedagogics.ca

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    HL Topic 12.1 Electron Configuration

    Ionization energy is defined as the amount ofenergy required to remove a mole of electrons froma mole of gaseous atoms of a particular element.

    E(g)

    E+

    (g) + e-

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    Trends in ionization energy occur in the Periodic Table.Ionization energy decreases down a group and increasesacross a period.

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    Trends in ionization energy occur in the Periodic Table.Ionization energy decreases down a group and increasesacross a period.

    WHY?

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    Effective nuclear charge is the net positive charge felt by anelectron in an atom.

    The basics of electrostatics imply that each and every electron is attracted to each andevery proton in the nucleus and repelled by every other electron. However . . .

    Electrons between the valence electron and the nucleusprovide a shielding effectweakening the electrostatic force

    on the valence electron.

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    Across a Period:

    shielding remains constant

    atomic number increases so effective nuclear charge increasesionization energy increases

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    Down a Group:

    shielding increases AND atomic number increaseseffective nuclear charge does not change significantlyvalence electrons further from nucleusso weaker electrostatic force and lower ionization energy

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    Lithium (Z=3)

    Sodium (Z=11)

    Hydrogen (Z=1)+ e

    -

    +

    +

    +

    e-

    8e-

    2e-

    ++++

    e-

    +

    e-

    H+

    +

    ++ e

    -

    2e-

    Li+

    e-

    8e-

    2e-

    ++++

    Na+

    2e-

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    This diagram shows how 1stionization energy decreases

    down a group and that trends in ionization energy also occuracross a period. Look at the H, Li, Na, K, Rb, Cs values!

    .

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    Looking at just the trend across the 1stperiod, what does the

    graph imply?The theory is . . .

    Across a period, number ofp

    +increases so effective

    nuclear charge increases.

    As a result, the valenceelectrons are morestrongly held, and arecloser to the nucleus(radius decreases)

    This does not explain thedrop in ionization energy(decreased stability)

    observed between Be and Band between N and O.

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    NEW IDEA suborbitals (or subshells)

    Within a given energy level(shell), there are differentsubshells that electrons canoccupy that have slightlydifferent energy levels

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    Old Idea expanded: 2,8,8,2 configuration with energy shells1,2,3,4 . . . but each shell subdivided

    Electron arrangement in atoms can be described by terms

    called quantum numbers no two electrons can have thesame quantum number!

    1

    st

    Term: Shell(n)- principle energy level

    n = 1

    n = 2

    n = 3

    lone electronof Hydrogen

    2

    nd

    Term: subshell- designated by s, p,d,f

    1s

    n = 2

    n = 3

    The first energy shell (1) has one subshell (s).

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    2nd

    Term: subshell- designated by s, p, d, f- designates the sub-energy level

    within the shell.- refers to the shape(s) of the

    volume of space in which theelectron can be located.

    1s

    n = 2

    n = 3

    The first shell (1) has one subshell (s).

    The ssubshell has 1 spherical shaped orbital

    orbitals are volumes of space where theprobability of finding an electron is high

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    The Electronic Configuration of Hydrogen

    1s

    Hydrogen has one electron located in the firstshell (1). (Aufbau principle)

    The first shell has only one subshell (s). The ssubshell contains 1 spherical orbital.

    1s1

    shell

    subshell

    # of electrons present

    energy

    1s

    Electronic configuration

    Orbital Energy Level Diagram

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    The Electronic Configuration of HeliumHe: Atomic # of 2, 2 electrons in a neutral He atom

    H 1s1

    He 1s

    2

    He 1s1s

    the maximum number of electrons in an orbital is TWO

    if there are 2 electrons in the same orbital they must have anopposite spin.

    This is called Paulis Exclusion Principle

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    1s

    Lithium (Li)Li: Z=3 Li has 3 electrons.

    2nd

    shell

    1s

    The 2nd shell (n= 2) has 2subshells which are sandp.

    The s subshell fills first!(Aufbau Principle)

    2s

    2p

    Li 1s

    2

    2s

    1

    2s

    Li 1s

    Electronic configuration

    Orbital Energy Level Diagram

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    Berylium (Be)Be: Z=4 Be has 4 electrons.

    Be 1s22s

    2

    2sBe 1s

    Electronic configurationOrbital Energy Level Diagram

    1s2

    ndshell

    2s 2p

    B 1s

    2

    2s

    2

    2p

    1

    2p2s

    B 1s

    Boron (B) has 5 electrons, the s subshell is full so the 5th

    electron occupies the first orbital in the p subshell

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    Subshells so far- designated by s, and p- refers to the shape(s) of

    the volume in which the electron

    can be located.- also designates an energy level

    within the shell.- relative energy: s

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    Carbon (C)C: Z=6 C has 6 electrons.

    1s2

    ndshell

    2s 2p C 1s

    2

    2s

    2

    2px

    1

    py

    1

    2p2s

    C 1s

    C 1s22s

    22p

    2

    The 6th

    electron occupies anempty p orbital. This illustratesHundsRule electrons do notpair in orbitals until each orbital

    is occupied with a single electron.

    The electron configuration is

    But always written as

    C l h filli f

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    2p2s

    N 1s1s

    22s

    22p

    3

    2p2s

    O 1s 1s22s

    22p

    4

    2p2s

    Ne 1s 1s22s

    22p

    6

    Can we relate the filling ofthe subshells with theionization energy data?

    I i ti t d

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    Ionization energy trends

    Down a group : ionization energy decreases- ENC constant but atoms larger so easier to ionize

    Across a period : ionization energy increases- increasing ENC therefore smaller size (e- closer to nucleus)so harder to ionize

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    Explaining the dips support for sandporbital model

    Be to B dip- because s shields p and lowers ENC

    N to O dip- because repulsions between electronpair in first full orbital (experimentalevidence supporting Aufbau and Hund)

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    Electron Configurations and the Periodic Table

    So far, we have seen how the subshell model provides

    and explanation for the patterns in ionization energywe see in the periodic table.

    You have also seen how to write electron configurations

    Example CALCIUM 1s2

    2s2

    2p6

    3s2

    3p6

    4s2

    Principle energy level subshell # of e-

    Calcium can also be written shorthand as:

    [Ar]4s2

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    Practice

    Use the sheets provided to fill out orbital diagrams and

    determine the electron configuration for the followingelements

    1. Fluorine

    2. 56Fe

    3. Magnesium - 224. 131I

    5. Potassium 42

    6. 75Ge

    7. Zirconium 90

    8.41

    Ca2+

    P actice

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    Practice

    Use the sheets provided to fill out orbital diagrams anddetermine the electron configuration for the following

    elements

    1. Fluorine 1s22s

    2p

    5

    2.56

    Fe 1s22s

    2p

    63s

    23p

    64s

    23d

    6

    3. Magnesium

    22 1s22s2p63s2

    4.131

    I 1s22s

    2p

    63s

    23p

    63d

    104s

    24p

    64d

    105s

    25p

    5

    5. Potassium 42 1s22s

    2p

    63s

    23p

    64s

    1

    6.75

    Ge 1s22s

    2p

    63s

    23p

    64s

    23d

    104p

    2

    7. Zirconium 90 1s22s

    2p

    63s

    23p

    64s

    23d

    104p

    65s

    24d

    2

    8.41

    Ca2+

    1s2

    2s2

    p6

    3s2

    3p6

    Th i ti f th P i di t bl l t di tl t

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    The organization of the Periodic table correlates directly toelectron structure

    C d d l t fi ti f l th l t

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    Condensed electron configurations for example the electronconfiguration of bromine can be written [Ar] 4s

    23d

    104p

    5

    Read questions carefully many IB questions require you

    to write the FULL electron configuration

    El t fi ti f i

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    Electron configuration of ions:

    The exception: TRANSITION METAL IONS

    In general, electrons will be removed from orbitals (ionization) in thereverseorder that the orbitals were filled. In other words, electronsvacate higher energy orbitals first.

    When these ions form, electrons are removed from the valence shell sorbitals before they are removed from valence dorbitals when transitionmetals are ionized.

    For example: Cobalt has the configuration [Ar] 4s23d

    7OR [Ar] 3d

    74s

    2

    The Co2+

    and Co3+

    ions have the following electron configurations.

    Co2+

    : [Ar] 3d7 Co

    3+: [Ar] 3d

    6

    Condensed electron configurations for example the electron

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    Condensed electron configurations for example the electronconfiguration of bromine can be written [Ar] 4s

    23d

    104p

    5

    1. Si ___________________________

    2. S2- ___________________________3. Rb+ ___________________________

    4. Se ___________________________

    5. Ar ___________________________6. Nb ___________________________7. Zn2+ ___________________________8. Cd ___________________________

    9. Sb ___________________________

    You are responsible for configurations up to Z 54 (Xe) The table

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    You are responsible for configurations up to Z = 54 (Xe). The tableworks well for this with the exception of Cr and Cu

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    Chromiums configuration is:

    [Ar]4s13d

    5

    Coppers configuration is:

    [Ar]4s1

    3d10

    These configurations are energetically more stable

    than the expected arrangements. KNOW THEM!

    Successive ionization

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    1st

    737.7

    2nd

    1450.7

    3rd

    7732.735458 31653 25661 21711 18020 13630 10542.5

    169988189367.7

    Successive ionizationenergy data supports theelectron configuration model

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    Review: the principles involved

    Hunds Rule: the most stable arrangement of electrons in

    orbitals of equal energy is where there is the maximum number

    of unpaired electrons all with the same spin.

    Aufbau Principle: electrons will fill the lowest energy orbitalsfirst

    Paulis Exclusion Principle: A maximum of two electrons can

    occupy a single orbital. These electrons will have oppositespins.