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Last updated 6:15 PM on 4/9/26
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89 Terms

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Debrogile wavelength

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quantum numbers

  1. principle quantum number, n

  2. angular momentum quantum number, l

  3. magnetic quantum number, m,l

  4. spin quantum number, m,s

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The uncertainty principle

The particle nature (location) and wave nature(motion) can be observed simutaneoulsly

<p>The particle nature (location) and wave nature(motion) can be observed simutaneoulsly </p>
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principle quantum number n

a positive integer 1,2,3…

determines the overall size and energy of an orbital

describes the distance of the orbital from the nucleus.

as n increases, energy increases, size of orbital increases, energy differences between orbitals decreases

<p>a positive integer 1,2,3…</p><p>determines the overall size and energy of an orbital</p><p>describes the distance of the orbital from the nucleus.</p><p>as n increases, energy increases, size of orbital increases, energy differences between orbitals decreases</p>
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The angular momentum quantum number, l

Determines the shape of the orbital

possible integers from 0 to (n-1)

<p>Determines the shape of the orbital</p><p>possible integers from 0 to (n-1)</p><p></p>
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Radial nodes

The value of the wavefunction 𝜓 is zero at this distance for this orbital.

Such a value of radius r is called a radial node.

The number of radial nodes in an orbital is n – ℓ – 1.

For a 1s orbital (n = 1, ℓ = 0): # nodes = 1 – 0 – 1 = 0

• For a 2s orbital (n = 2, ℓ = 0): # nodes = 2 – 0 – 1 = 1

• For a 3s orbital (n = 3, ℓ = 0): # nodes = 3 – 0 – 1 = 2

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magnetic quantum number

If an orbital has an angular momentum l ≠ 0, then this orbital can point in different directions.

The magnetic quantum number, m ℓ, specifies the orientation of the orbital in space.

– One s-orbital for ℓ = 0

– Three p-orbitals for ℓ = 1

– Five d-orbitals for ℓ = 2

– Seven f-orbitals for ℓ = 3

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Spin quantum number

The first three quantum numbers, n, ℓ, and mℓ, define the region of space where an electron is most likely to be located. An electron can only “spin” in one of two quantized states.

The spin quantum number, ms, describes two possible states. ms = +½(spin up) or –½ (spin down)

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The Pauli exclusion principle

An electron in an atom is completely described by four quantum numbers: n, ℓ, mℓ, and ms.

  • No two electrons in the same atom can have exactly the same set of all four quantum numbers

  • no more than two electrons can occupy the same orbital.

• If two electrons are located in the same orbital, they must have opposite spins.

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Orbital with quantum numbers

Each set of n, ℓ, and mℓ describes one and only one orbital.

Orbitals with the same value of n are in the same principal energy level.

• Orbitals with the same values of n and ℓ are said to be in the same

sublevel.

– One principal energy level includes multiple sublevels (ℓ = 0, 1, … n–1)

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degeneracy

For H atoms, energies of all the orbitals with the same n are the same. Energy levels in H with the same principal quantum number, n, are called degenerate energy levels.

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Energies of electron orbitals

In atoms with more than one electron, degeneracy is eliminated by electron–electron interactions.

• Orbitals in different subshells have different energies.

• Orbitals in the same subshell are degenerate and have the same energy.

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Quantum numbers summary

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Columb’s law

describes the attractions and repulsions between charged particles.

Nucleus (+) and electron (-)

The closer these two particles are together, the more negative (lower) the energy will be: r↓  E↓

− The higher the amount of charges, the more negative (lower) the energy will be: q1 and/or q2↑ → E

<p>describes the attractions and repulsions between charged particles.</p><p>Nucleus (+) and electron (-)</p><p>The closer these two particles are together, the more negative (lower) the energy will be: r↓  E↓</p><p>− The higher the amount of charges, the more negative (lower) the energy will be: q1 and/or q2↑ → E</p>
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Shielding

In a multi electron atom, each electron experiences attraction to the nucleus and repulsion to other electrons.

Electrons closer to the nucleus (n =1.. n =2…) other electrons (n>=3) from experiencing the full charge of the nucleus and thus reduce the attraction to the nucleus

<p>In a multi electron atom, each electron experiences attraction to the nucleus and repulsion to other electrons. </p><p>Electrons closer to the nucleus (n =1.. n =2…) other electrons (n&gt;=3) from experiencing the full charge of the nucleus and thus reduce the attraction to the nucleus</p>
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Penetration

As an outer electron undergoes penetration into the region occupied by the inner electrons, it experiences a greater nuclear charge and more attraction from the nucleus

<p>As an outer electron undergoes penetration into the region occupied by the inner electrons, it experiences a greater nuclear charge and more attraction from the nucleus</p>
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Take home message,

  • The effects of shielding and penetration combine to produce effective nuclear charge (the effective nuclear charge “felt” by the outermost electron).

  • Shielding causes the electron to experience a lower positive charge from the nucleus, and therefore a higher (less negative) energy according to columb law

    • Penetration allows outer electron to experience a greater nucleus charge, and therefore a lower (more negative) energy according to columb law

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Aufbau principle

an atom is built up by progressively adding electrons starting from the lowest energy level

Electrons filling order: 1s 2s 2p 3s 3p 4s 3d 4p 5s 4d 5p 6s

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Pauli exclusion principle

  • orbitals can hold no more than 2 electrons each

    • When 2 electrons occupy the same orbital, their spins are opposite

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Hund’s rule

When filling orbitals, that have the same energy, electrons fill them singly first with parallel spins. once the orbitals of equal energy are half full, the electrons start to pair El

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Electron configuration

Goes by arrows up: 1s, 2s, 2p, 3s, 3p, 4s, 3d, 4p, 5s, 4d, 5p, 6s, 4f, 5d, 6p, 7s,

s: 2

p:6

d:10

f:14

<p>Goes by arrows up: 1s, 2s, 2p, 3s, 3p, 4s, 3d, 4p, 5s, 4d, 5p, 6s, 4f, 5d, 6p, 7s, </p><p>s: 2</p><p>p:6</p><p>d:10</p><p>f:14</p>
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Inner electron configuration

an abbreviation of the electron

configuration is to use the symbol of the previous noble gas in a square

brackets [ ] to represent all the inner electrons

Na = 11 electrons = 1s22s22p63s1 = [Ne]3s1

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Outer electron configuration of first 18 elements

Elements in the same column, have similar properties, he number of electrons in the outermost principal energy level (highest n value) remains the same

<p>Elements in the same column, have similar properties, he number of electrons in the outermost principal energy level (highest n value) remains the same</p>
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Valence electrons

The electrons in the outermost principal energy level. key to chemical properties, instrumental in bonding; easy to lose or share C

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Core electrons

Electrons in complete principal energy levels and those in complete d and f sub levels

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Main group eleemtns

elements that end in s block and p block, valence electrons are only in highest s and p orbitals

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Transition metal elements

elements that end in d block

valence electrons are the two s- electrons + those electrons in the highest incomplete d-orbital

<p>elements that end in d block</p><p> valence electrons are the two s- electrons + those electrons in the highest incomplete d-orbital</p>
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MAJOR

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Irregular Electron Configurations

Some of the transition metals have the ns orbitals only partially filled or doesn’t fill at all before filling the (n−1)d orbitals.

– Due to extremely small energy difference between ns and (n-1)d orbitals

<p>Some of the transition metals have the ns orbitals only partially filled or doesn’t fill at all before filling the (n−1)d orbitals.</p><p>– Due to extremely small energy difference between ns and (n-1)d orbitals</p>
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Electron configuration of ions

ions are formed when atoms gain or lose electrons

  • a cation forms when one or more electrons are removed from an atom

For main group elements, the electrons that were added last are the first electrons removed.

• For transition metals, the highest ns electrons are lost first, and then the (n – 1)d electrons are removed.

• An anion (negatively charged ion) forms when one or more electrons are added to a parent atom.

• The electrons are added in the order predicted by the Aufbau Aprinciple.

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atomic radius main group

atomic radius increases down a column. Atomic radius decreases down the line

Valence electrons occupy large orbitals

More protons → higher effective nuclear charge → e–more attracted to the nucleus → smaller atomic radius

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Atomic radius for transition metals

Increases down a column

roughly stays the same down the line because Moving from left to right, electrons are added to (n−1)d orbital, not the highest n orbital

– Effective nuclear charge on the ns electrons is approximately the same (Zeff = Z – S)

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Nonbonding atomic radius (van der waals radius)

½ distance between two non bonding atoms that are in direct contact,

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Bonding atomic radius (covalent radius)

nonmetals: ½ distance between two bonded atoms

metals: ½ distance between two adjacent atoms in a crystal of metal

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atomic radius general

set of average bonding radii determined by measuring a large number of elements and compounds

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ionic radii

ionic radius is used to measure describe size of an ion

A cation always has fewer electrons and the same number of protons as the parent atom.

A cation is always smaller than the atom from which it is derived.

• An anion always has more electrons and the same number of protons as

the parent atom.

An anion is always larger than the atom from which it is derived.

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Trends in ionic radii - cations

cations are much smaller than their corresponding neutral atoms due to removal of outermost electrons

adii of cations increase down a column, and decrease across a period to the right

<p>cations are much smaller than their corresponding neutral atoms due to removal of outermost electrons</p><p>adii of cations increase down a column, and decrease across a period to the right</p>
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Trends in ionic radii - anions

  • anions are much larger than their neutral atoms due to the addition of electrons to the valence shell

    • Radii of anions increase down a column, and decrease across a period to the right

<ul><li><p>anions are much larger than their neutral atoms due to the addition of electrons to the valence shell</p><ul><li><p>Radii of anions increase down a column, and decrease across a period to the right</p></li></ul></li></ul><p></p>
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radii of isoelectronic ions

ions have the same number of electrons, but different number of protons.

– The ionic radius decreases with an increasing nuclear charge.

– For a given number of electrons, a greater nuclear charge results in a smaller atom or ion

<p> ions have the same number of electrons, but different number of protons.</p><p>– The ionic radius decreases with an increasing nuclear charge.</p><p>– For a given number of electrons, a greater nuclear charge results in a smaller atom or ion</p>
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Ionization Energy (IE)

the energy required to remove an electron from the atom or ion in the gaseous state (kJ/mol). Positive values, endothermic process, require energy

First ionization energy (IE1): the energy required to remove the first electron

Second ionization energy (IE2): the energy required to remove the second electron

<p>the energy required to remove an electron from the atom or ion in the gaseous state (kJ/mol).  Positive values, endothermic process, require energy</p><p>First ionization energy (IE1): the energy required to remove the first electron</p><p>Second ionization energy (IE2): the energy required to remove the second electron</p>
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First ionization energy

Usually increases across a period to the right

higher effective nuclear charge, stronger interaction between nucleus and electron, more energy needed to remove electron

<p>Usually increases across a period to the right</p><p>higher effective nuclear charge, stronger interaction between nucleus and electron, more energy needed to remove electron </p>
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Exceptions for ionization

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ionization energy, transition metals

very little difference in energy across transition metals.

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trends in successive ionization energy 1

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trends in successive ionization energy 2

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Electron affinity

the energy given off when an atom or ion in the gaseous state gains an electron (reverse of ionization: removal of an electron)

Usually negative (exothermic); an atom or ion usually releases energy when it gains an electron.

<p>the energy given off when an atom or ion in the gaseous state gains an electron (reverse of ionization: removal of an electron)</p><p>Usually negative (exothermic); an atom or ion usually releases energy when it gains an electron.</p>
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Trends in electron affinity

In general gets more negative to the right.

Exception: Group 5A elements generally show more positive electron affinity than expected because of the repulsion between two paired electrons in p orbitals

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Metallic character

  • conduct heat and electricity

  • malleable (permenantly shaped without breaking or cracking)

  • ductile (pulls into wires)

  • shiny and reflect light

  • loses electron in chemical reaction (low ionization energy, oxidized, form cations in solutions)

metallic character decreases across a period, increases down a column

<ul><li><p>conduct heat and electricity</p></li><li><p>malleable (permenantly shaped without breaking or cracking)</p></li><li><p>ductile (pulls into wires)</p></li><li><p>shiny and reflect light</p></li><li><p>loses electron in chemical reaction (low ionization energy, oxidized, form cations in solutions)</p></li></ul><p>metallic character decreases across a period, increases down a column </p>
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Metals versus nonmetals

Metals tend to form cations by losing outermost electrons (low ionization

energy).

• Nonmetals tend to form anions by gaining electrons (high electron aff

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trends

C

<p>C</p>
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Chem geometry

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Lewis model theory

simple model, dots, dashes, and chemical symbols

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Valence bond theory 2

Treats electrons in a more quantum-mechanical manner but doesn’t look at electrons and molecules as a whole

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Chemical bonds

They form because they lower the potential energy between the charged particles that composes atoms

when the potential energy of the bonded atoms is less than the potential energy of the separate atoms

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Bonds ionic and covalent

metal and nonmetal (ionic) electrons transferred

nonmetal and nonmetal (covalent) electrons shared

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Ionic bonds

formed between cations (metals) and anions (nonmetal) that are attracted by static forces'

  • Metals have relatively low ionization energies; they tend to form cations (+) by losing electrons.

  • Nonmetals have relatively high electron affinities (more negative); they tend to form anions (−) by gaining electrons.

  • Cations and anions attract each other resulting in lower overall potential law

<p>formed between cations (metals) and anions (nonmetal) that are attracted by static forces'</p><ul><li><p>Metals have relatively low ionization energies; they tend to form cations (+) by losing electrons.</p></li></ul><ul><li><p>Nonmetals have relatively high electron affinities (more negative); they tend to form anions (−) by gaining electrons.</p></li><li><p>Cations and anions attract each other resulting in lower overall potential law </p></li></ul><p></p>
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Ionic solids

  • crystalline structure

  • tend to be rigid and brittle

  • tends to have high melting and boiling points

  • ionic bonds are very strong

  • solids are poor conductors of electricity

  • most dissolve readily in water

  • once dissolved or melted, they’re good conductors of heat

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covalent bonds

nonmetals when they share valence electrons

High ionization energy (difficult to remove electrons) high electron affinity (more negative, greater tendency to gain electrons)

shared electrons interact with nuclei of both atoms, lowering potential energy

Potential energy is the lowest when the electrons are between the nuclei based on Coulomb’s Law

– r decreases → 1/r increases → E is more negative (decreases)

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covalent compounds

  • much lower boiling and melting points than ionic

  • many are liquid or gas at room temperature

  • usually softer than ionic solids

  • insoluble in water

  • poor conductor of electricity in any state

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Electronegativity

the ability of an atom to attract bonding electrons to itself in a chemical bond

increases towards the right, decreases downward

not the same as electron affinity

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dipole moment (u)

measure of bond polartiy

dipole means two electric poles (+ and -)

occurs any time there’s a separationof positive and negative charges (equal quantity)

proportional to the size of partial changes and proportional to distance between them

<p>measure of bond polartiy</p><p>dipole means two electric poles (+ and -)</p><p>occurs any time there’s a separationof positive and negative charges (equal quantity)</p><p>proportional to the size of partial changes and proportional to distance between them</p>
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electronegativity difference and bond type

degree of polarity in a chemical bond depends on the electronegativity diff between two bonding atoms

greater the electronegativity difference, more polar the bond

<p>degree of polarity  in a chemical bond depends on the electronegativity diff between two bonding atoms</p><p>greater the electronegativity difference, more polar the bond </p>
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lewis bonding theory

theory emphasis valence electrons to explain bonding

valence electrons are dots.

<p>theory emphasis valence electrons to explain bonding</p><p>valence electrons are dots.</p>
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Lewis theory covalent bonding

atoms form chemical bonds to attain stable electron configuration. stable means low potential energy

nonmetals achieve an octet of valence electrons by sharing their valence electrons

nonmetals have relatively high ionization energies (tend to form bonds by sharing electrons)

<p>atoms form chemical bonds to attain stable electron configuration. stable means low potential energy</p><p>nonmetals achieve an octet of valence electrons by sharing their valence electrons</p><p>nonmetals have relatively high ionization energies (tend to form bonds by sharing electrons)</p>
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Octet rule

bonding atoms obtain stable electron configurations with eight electrons in the outermost shell

<p>bonding atoms obtain stable electron configurations with eight electrons in the outermost shell</p>
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covalent bonding pairs

shared electrons would count toward each atom’s octet rule

Bonding pairs: electrons shared by atoms

lone pairs (nonbonding pairs): electrons not shared by atoms but belong to a particular atom

<p>shared electrons would count toward each atom’s octet rule</p><p>Bonding pairs: electrons shared by atoms</p><p>lone pairs (nonbonding pairs): electrons not shared by atoms but belong to a particular atom</p>
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single covalent bonds

when two atoms share one pair of electrons

sharing electrons to get a duet for hydrogen and an octet for oxygen

<p>when two atoms share one pair of electrons </p><p>sharing electrons to get a duet for hydrogen and an octet for oxygen</p>
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Double covalent bonds

two atoms share two pairs of electrons

two bonding pairs, four electrons

generally, double bonds are shorter and stronger than single bonds

<p>two atoms share two pairs of electrons</p><p>two bonding pairs, four electrons</p><p>generally, double bonds are shorter and stronger than single bonds</p>
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Triple covalent bonds

When two atoms share three pairs of electrons,
Three bonding pairs, six electrons

– Triple bonds are even shorter and stronger than double bonds

– The strong triple bond between nitrogen atoms makes N2 a relatively unreactive molecule

<p>When two atoms share three pairs of electrons,<br>Three bonding pairs, six electrons</p><p>– Triple bonds are even shorter and stronger than double bonds</p><p>– The strong triple bond between nitrogen atoms makes N2 a relatively unreactive molecule</p>
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Lewis theory of covalent bonding

  1. why particular combinations of atoms form molecules and other don’t

  2. lewis theory of covalent bonding implies attractions between atoms are highly directional

shared electrons are most stable between the bonding atoms → each bond links one specific pair of atoms → The fundamental units of covalently bonded compounds are individual molecules (H2O, O2, HCl)

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Lewis theory of covalent bonding 2

  1. Predicts the melting and boiling points of molecular compounds are relatively low. (involves breaking the attractions between the molecules)

  2. predicts that covalent bonded compounds should not conduct electricity (no charged particles)

    1. predicts that the more electrons two atoms share, the stronger and shorter the bond should be

– Triple bonds are stronger and shorter than double bonds, and double

bonds are stronger and shorter than single bonds

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Polar covalent bonding

between unlike atoms results in unequal sharing of the electrons

one atom pulls the electrons to its side, resulting in larger electron density than the other

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polar covalent bonding facts

  • positive sign indicates partial positive charge and lower electron density

  • arrow represents a partial negative charge and larger electron density

  • A polar covalent bond has a positive pole and a negative pole.

<ul><li><p>positive sign indicates partial positive charge and lower electron density</p></li><li><p>arrow represents a partial negative charge and larger electron density</p></li><li><p>A polar covalent bond has a positive pole and a negative pole.</p></li></ul><p></p>
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Lewis structure and octet rule

predicts that atoms will be most stable when they have their

octet of valence electrons.

• Some atoms commonly violate the octet rule

<p>predicts that atoms will be most stable when they have their</p><p>octet of valence electrons.</p><p>• Some atoms commonly violate the octet rule</p>
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octet rule exceptions

Incomplete octets

– Molecules or ions with fewer than eight electrons around an atom

• Expanded octets

– Molecules or ions with more than eight electrons around an atom

• Odd electron species

– Molecules or ions with an odd number of electrons

<p>Incomplete octets</p><p>– Molecules or ions with fewer than eight electrons around an atom</p><p>• Expanded octets</p><p>– Molecules or ions with more than eight electrons around an atom</p><p>• Odd electron species</p><p>– Molecules or ions with an odd number of electrons</p>
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Resonance

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Resonance structutes

structures where more than one is valid

Resonance hybrid: actual structure of the molecule is intermediate between the two or more resonance strctures

<p>structures where more than one is valid</p><p>Resonance hybrid: actual structure of the molecule is intermediate between the two or more resonance strctures</p><p></p>
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Bond order

  • draw the lewis structure

  • count the total number of bonds

  • count the number of bonds groups between individual atoms

    • # of bonds/ # bond groups.

<ul><li><p>draw the lewis structure </p></li><li><p>count the total number of bonds</p></li><li><p>count the number of bonds groups between individual atoms</p><ul><li><p># of bonds/ # bond groups.</p></li></ul></li></ul><p></p>
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Formal charge

The formal charge is the charge it would be if all bonding electrons were shared equally between the bonded atoms

<p>The formal charge is the charge it would be if all bonding electrons were shared equally between the bonded atoms </p>
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Rules of formal charge

  1. sum of all formal charges must be 0

  2. sum must be equal the charge of the ion

  3. small (or zero) formal charges on individual atoms are better than larger ones

    1. when formal charges can’t be avoided negative charge should be reside the most electronegative

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Drawing renosance structures

  1. draw the first lewis structure that maximizes octets

  2. calculate formal charges

  3. move electron pairs with atoms (-) towards the (+) formal charge

  4. if (+) charge is in the 3rd row or beyond, bring in electron pairs to reduce formal charge, even if it gets expanded octet

    1. if (+) formal charged atom is in the 2nd row only move in electrons if you move out electron pairs from multiple bond L

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Lattice energy

energy associated with the formation of crystalline lattice of alternating cations and anions from gaseous ions

<p>energy associated with the formation of crystalline lattice of alternating cations and anions from gaseous ions </p>
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Trends in lattice energy

lattice energy is less negative (less exothermic, so it increases) as we move down the column

the more negative the more stable the ionic compound

Lattice energy becomes more negative (more exothermic) with increasing magnitude of ionic

charge (similar radii)

Greater charged ions as well as smaller sized ions lead to more negative lattice energy values and more stable ionic compounds.

• The effect of charge on the lattice energy is greater than the effect of

size

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Bond energy

energy required to break 1 mole of the bond in the gas phase (alywas positive, specific to the two bonding atoms, higher bond energies → stronger bonds → more stable)Te

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Trends in average bond energies #1

  1. in general, the more electrons two atoms share, the stronger the covalent bond,

<ol><li><p>in general, the more electrons two atoms share, the stronger the covalent bond, </p></li></ol><p></p>
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Trends in average bond energies #2

the shorter the covalent bond, the stronger the bond (stronger attraction → stronger bonds)

<p>the shorter the covalent bond, the stronger the bond (stronger attraction → stronger bonds)</p><p></p>
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Golden rule

bond breaking is endothermic (heat change breaking) = +

bond forming is exothermic, (heat change forming) = -

<p>bond breaking is endothermic (heat change breaking) = +</p><p>bond forming is exothermic, (heat change forming) = -</p>
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Endothermic reaction

(ΔHrxn < 0):

− when bonds formed give off more energy than bonds broken require

− weak bonds break and strong bonds form

<p>(ΔHrxn &lt; 0):</p><p>− when bonds formed give off more energy than bonds broken require</p><p>− weak bonds break and strong bonds form</p>
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endothermic

(ΔHrxn > 0)

− When bonds broken require more energy than bonds formed give off

− strong bonds break and weak bonds form

<p>(ΔHrxn &gt; 0)</p><p>− When bonds broken require more energy than bonds formed give off</p><p>− strong bonds break and weak bonds form</p>