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Chapter 8: Periodic properties of the elements
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Electron configuration
How electrons fill up atomic orbitals The number of electrons determine the eventual electronic configuration Orbital diagrams can be used to visually represent how electrons occupy orbitals
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Pauli exclusion principle
Quantum numbers can identify each individual electrons Pauli exclusion principle – no two electrons can have the same four quantum numbers Only 2 electrons per orbital maximum Quantum Numbers
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Aufbau principle Aufbau principle - When placing more electrons, fill the lowest energy orbitals first Lower n value, lower energy 1s vs 2s = 1s is lower in energy Lower l value, lower energy s < p < d < f
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Diagonal rule
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Start from top left (hydrogen)
Follow order of increasing atomic number 6s then 4f then 5d 7s then 5f then 6d
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Electron configuration (continued)
Individual orbitals can hold up to two electrons Different subshells contain different amounts of orbitals s subshell – one orbital = 2 electrons total (maximum) p subshell – three orbitals = 6 electrons (maximum) d subshell – five orbitals = 10 electrons (maximum) f subshell – seven orbitals = 14 electron (maximum)
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Hund’s rule Hund’s rule – when placing more electrons, fill in empty orbitals first with parallel spins, then pair up half filled orbitals with opposite spin electrons Occurs with degenerate (equal energy) orbitals (ex: 3px, 3py, 3pz)
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Hund’s rule discussion
In groups, come with up an explanation for Hund’s rule. Why do you fill vacant orbitals first instead of pairing up electrons first?
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Practice: Electron configuration for Vanadium
atomic number = 23 Number of electrons = 23 Use electrons to fill lower energy orbitals in correct order (refer to chart) Fill in vacant orbitals first before pairing two electrons up on degenerate orbitals
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Noble Gas Abbreviation
The electron configuration of the noble gas that precedes the element in question is represented by the noble gas’ bracketed symbol He = 1s2 C = 1s22s22p2 = [He] 2s22p2 A quicker way to write out electron configurations Electron configuration of W, tungsten 1s22s22p63s23p64s23d104p65s24d105p66s24f145d4 or [Xe]6s24f145d4 Noble Gas Abbreviation
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d-block and f-block exceptions
Sometimes transition metals, lanthanides, and actinides can deviate from the expected rules Chromium expected valence shell – 4s23d4 Chromium observed valence shell – 4s13d5
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Valence Electrons Electrons in the outermost (valence) shell
The shell with the highest n value C = 1s22s22p is highest number count up electrons in all the valence orbitals 2 electrons in the 2s orbital and 2 electrons in the 2p orbital = 4 valence electrons P = 1s22s22p63s23p is highest number 2 + 3 = 5 valence electrons Core electron – the rest of the electrons aside from the valence electrons The inner electrons
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Electron configuration for ions
When removing electrons, pull out of the highest principle quantum number orbitals first V = [Ar] 4s23d3 V2+ = [Ar] 4s03d3 = [Ar] 3d3 Electron configuration for ions
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Coulomb’s law: Implications
Coulomb’s law – potential energy of two charged particles dependent on magnitude of charges (q1, q2) and the distance between them (r) If charges are the same ( both positive or both negative) the energy is positive Since like charges repel each other, the closer they are the more potential energy they have If charges are opposite (one negative and one positive) the energy will be negative Opposites attract, the closer they are, the more negative the potential energy Larger magnitude of q will increase the potential energy +3 charge will have stronger attraction than a +1 charge
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Shielding The nucleus of an atom is positively charged and will attract negatively charged electrons In multielectron atoms, electrons repel each other Shielding – electrons preventing other electrons from experiencing full effects of nuclear charge Effective nuclear charge (Zeff) – The approximate charge an electron will experience
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Penetration The actual nuclear charge Z is weakened by the charge shielded by screening electrons S, giving the effective nuclear charge Zeff If an electron were to “penetrate” inside of the shielded region, it would then experience the full nuclear charge More experienced charge = drawn closer to the nucleus = lower energy
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Orbital ordering explained
Radial distribution functions for orbitals solved from the schrödinger equation When comparing orbitals with the same n value, the 2s has higher penetration than the 2p orbital Lower l value = higher penetration
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4s has greater penetration than the 3d orbital, enough to lower its energy below the 3d orbital
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Periodic table trends Size of atom Zeff Magnetic properties
Ionic radii Isolectronic trends Ionization energy Electron affinities Metallic character
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Size of an atom Atomic radius – the radius of an atom
Non bonding atomic radius or van der Waals radius – determined upon freezing an element into the solid state, and measuring the distance between atom centers using the density Bonding atomic radius or covalent radius Nonmetals: half the distance between two of the atoms bonded together Metals: One-half the distance between two of the atoms next to each other in a crystal of the metal
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Periodic trend for atomic radius
As we move down a column/family, the radius increases As we move to the right across a period, the radius decreases Transition metals are a slight expectation, generally staying constant throughout
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Zeff trend Effective nuclear charge will increase going to the right across a period Core electrons shield better than valence electrons Going to the right increases proton number and actual charge Z, but the S increases at a lower rate, resulting in a higher Zeff going to the right
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Magnetic properties of atoms and ions
Unpaired electrons generate a magnetic field due to its spin Atoms or ions that have unpaired electrons are called paramagnetic More unpaired electrons make a more paramagnetic atom or ion Using the electron configuration you can determine the presence of unpaired electrons If all electrons are paired, then the atom or ion is diamagnetic
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Ionic radii When an atom loses or gains electrons, it changes the size of the atom Upon losing electrons, the atom gets smaller Cations are smaller than the neutral atom Upon gaining electrons, the atom gets larger Anions are larger than the neutral atom Presence of more electrons causes electron repulsion, that increases size
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Isoelectronic ionic Isoelectronic – to have the same number of electrons, also being the same net electron configuration For isoelectronic ions, the higher the number of protons, the greater the nuclear charge which pulls the electrons in, the smaller the size
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Ionization energy (IE)
IE – the energy required to remove an electron from an atom or ion in the gaseous state Removing the first electron is the first ionization energy (IE1) Removing another electron is the second ionization energy (IE2) So on and so on Depending on the electron being removed, and where it is located, this relates to the energy that it will take to remove it
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IE1 trends
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IE1 trends
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IE2,3,4…n trends
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Electron Affinities (EA)
EA – how easily an atom or ion will accept an electron in the gaseous state The EA is the energy associated with the gaining of an electron Values are typically negative since an atom releases heat when it gains an electron As EA becomes more negative, it becomes more favorable for an atom or ion to gain an electron
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Metallic character
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The end of Chapter 8
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