Unit 4.3 Intermolecular Forces & Metallic Bonding
Forces of attraction between molecules that hold them together
3 main types:
Dispersion forces
Dipole-dipole
Hydrogen bonding
Electrons in constant motion in an atom
Electron cloud dispersion can be asymmetrical at any given point in time, creating an instantaneous dipole
Attraction between partial negative and positive instantaneous dipoles form a dispersion force
Strength of dispersion forces increases with difference in electronegativity and electron cloud movement
Present in all atoms and molecules
Weakest IMF
Strength depends on the number of electrons
More electrons = stronger temporary/instantaneous dipole
Exception: dispersion forces can be stronger than dipole-dipole if the atom is large enough
Molecules composed of only C and H can only have dispersion forces
Attractive force between molecules with permanent dipoles
Stronger than dispersion forces
Only for small molecules with the same number of electrons
Strongest IMF
Special type of dipole-dipole attraction
Conditions for hydrogen bonding to occur:
A species with a very electronegative atom (O, N, or F) that has a lone pair of electrons
A hydrogen attached to the O, N, or F
Hydrogen becomes partially positively charged and can form a bond with the lone pair on another molecule
Every hydrogen bond has two components
A molecule can be both the donor and acceptor, able to hydrogen bond with itself
Hydrogen bond acceptor only requires an available lone pair, not a hydrogen atom
Water can form a maximum of two hydrogen bonds per molecule
Ammonia can form a maximum of one hydrogen bond per molecule
Number of hydrogen bonds possible is restricted by the number of
The structure and chemical formular of the molecules will indicate the types of intermolecular forces present
Structure and Symmetry → Is molecule polar or not? (See Section 4.2.4)
Chemical Formula → How electronegative are the elements in the molecule?
Helps to tell you polar bonds
Also tells you if hydrogen bonds are possible when there is N, O, or F
Types of intermolecular forces indicate physical properties of molecular covalent compounds (melting/boiling point, solubility, and conductivity)
Changing the state means overcoming the intermolecular forces
The stronger the forces, the more energy is needed to break the attraction between molecules
Substances with low melting and boiling points = “volatile”
As the intermolecular forces increase in strength:
The size of the molecule increases
The polarity of the molecule increases
“Like dissolves like” = non-polar substances dissolve in non-polar solvents while polar substances dissolve in polar solvents
However, as the size of a covalent molecule increases in size at a certain point, their solubility can decrease
This is because the polar part of the molecule remains the smaller part of the overall structure (In other words, the ratio of polar to non-polar decreases)
Ex. alcohols (ethanol is soluble yet hexanol isn’t)
Giant Covalent substances don’t dissolve in any solvents
This is because the energy required to overcome their strong covalent bonds from the lattice structure is too great
Usually, covalent substances can’t conduct electricity in solid or liquid states since they don’t have any free-moving charged particles
Only in some cases, polar covalent molecules can ionize and conduct electricity
Other exceptions are Giant Covalent Structures and they can conduct electricity because they have delocalized electrons (the free-moving charged particles required for conductivity) (See Section 4.2.5)
Metal atoms tend to pack together in lattice structures
This causes their outer electrons to be able to move freely throughout the entire structure = “delocalizes electrons”
Once their valence electrons are delocalized, the metals gain a positive charge, which repel each other, keeping the entire structure neatly arranged in a lattice
Metallic Bonding involves strong electrostatic forces of attraction between the metal centers and delocalized electrons
Metals are malleable
This is because when a force is applied, the metal layers can slide over each other (the attractive forces between the metal ions and the delocalized electrons act in all directions)
So, when the layers slide, the metallic bonds can re-form in a new shape and the lattice is not broken
Metallic compounds are strong and hard
Due to the strong attraction between the metal cations suspended in a sea of delocalized electrons
This also causes metals to have a high melting and boiling point
Unlike non-metals, metals are able to conduct electricity when in the solid or liquid state
Because in both states, they have mobile electrons that can move around and conduct electricity (remember: electric current = flow of electrons)
Not all metallic bonds have equal strength; there are several factors that affect it:
Charge on the Metal Ion
The greater the charge on the metal ion,
→ the greater number of electrons in the sea of delocalized electrons
→ the greater the charge difference between ions and electrons
→ the greater the electrostatic attraction
→ the stronger the metallic bond
Radius of the Metal Ion
Metal ions with a smaller ionic radii exert a greater attraction on the sea of delocalized electrons
→ requires more energy to break
→ stronger metallic bond
An increase in the strength of electrostatic attraction is caused by:
Increasing the # of delocalized electrons in each metal atom
Increasing the positive charges on the metal centers in the lattice structure
Decreasing the size of the metal ions
Ex. Compare the electron configuration of sodium, magnesium, and aluminum and observe the # of valence electrons (do they increase or decrease?)
Na = 1s22s22p63s1
Mg = 1s22s22p63s2
Al = 1s22s22p63s23p1
Since aluminum ions are smaller in radius than magnesium or sodium ions
So considering that aluminum has the most electrons AND has the smallest radius, it has a stronger metallic bonding → higher melting point
So as you go across a period, the metallic bonding is stronger and the melting points increase
As you go down a periodic group, the size of the metal cations increase, thus decreasing the attraction between the negative valence electrons and the positive metallic lattice, so the melting point decreases
Alloys = mixtures of metals (the metals are mixed together physically but are not chemically combined)
Alloys can also be a mixture of metals and non-metals (ex. with carbon)
The different metal ion mix is spread evenly throughout the lattice (not clumped together) and are bound together by their delocalized electrons
Alloys are able to form due to the fact that metallic bonds are non-directional by nature
So why are Alloys made?
They have distinct and desirable properties since the cations are structured differently in the lattice
Greater strength,
Harder
Since the mixture of atoms in an alloy are different sizes, this distorts the regular arrangement of cations
So the layers in a lattice structure have a more difficult time sliding over each other, causing the alloy to be harder than a pure metal
Higher resistance to corrosion/extreme temperatures
Alloy | Elements | Properties | Uses |
---|---|---|---|
Brass | copper + zinc | strong resistant to corrosion | door handles, hinges, metal instruments |
Steel | iron + carbon + others (chromium, vanadium, and molybdenum, etc.) | very strong | construction, bridges, cars |
Solder | lead + tin | low melting point | joining metals in electrical circuits and in jewelry |
Bronze | copper + tin | hard strong resistant to corrosion | medals, sculptures, ship fittings |
Forces of attraction between molecules that hold them together
3 main types:
Dispersion forces
Dipole-dipole
Hydrogen bonding
Electrons in constant motion in an atom
Electron cloud dispersion can be asymmetrical at any given point in time, creating an instantaneous dipole
Attraction between partial negative and positive instantaneous dipoles form a dispersion force
Strength of dispersion forces increases with difference in electronegativity and electron cloud movement
Present in all atoms and molecules
Weakest IMF
Strength depends on the number of electrons
More electrons = stronger temporary/instantaneous dipole
Exception: dispersion forces can be stronger than dipole-dipole if the atom is large enough
Molecules composed of only C and H can only have dispersion forces
Attractive force between molecules with permanent dipoles
Stronger than dispersion forces
Only for small molecules with the same number of electrons
Strongest IMF
Special type of dipole-dipole attraction
Conditions for hydrogen bonding to occur:
A species with a very electronegative atom (O, N, or F) that has a lone pair of electrons
A hydrogen attached to the O, N, or F
Hydrogen becomes partially positively charged and can form a bond with the lone pair on another molecule
Every hydrogen bond has two components
A molecule can be both the donor and acceptor, able to hydrogen bond with itself
Hydrogen bond acceptor only requires an available lone pair, not a hydrogen atom
Water can form a maximum of two hydrogen bonds per molecule
Ammonia can form a maximum of one hydrogen bond per molecule
Number of hydrogen bonds possible is restricted by the number of
The structure and chemical formular of the molecules will indicate the types of intermolecular forces present
Structure and Symmetry → Is molecule polar or not? (See Section 4.2.4)
Chemical Formula → How electronegative are the elements in the molecule?
Helps to tell you polar bonds
Also tells you if hydrogen bonds are possible when there is N, O, or F
Types of intermolecular forces indicate physical properties of molecular covalent compounds (melting/boiling point, solubility, and conductivity)
Changing the state means overcoming the intermolecular forces
The stronger the forces, the more energy is needed to break the attraction between molecules
Substances with low melting and boiling points = “volatile”
As the intermolecular forces increase in strength:
The size of the molecule increases
The polarity of the molecule increases
“Like dissolves like” = non-polar substances dissolve in non-polar solvents while polar substances dissolve in polar solvents
However, as the size of a covalent molecule increases in size at a certain point, their solubility can decrease
This is because the polar part of the molecule remains the smaller part of the overall structure (In other words, the ratio of polar to non-polar decreases)
Ex. alcohols (ethanol is soluble yet hexanol isn’t)
Giant Covalent substances don’t dissolve in any solvents
This is because the energy required to overcome their strong covalent bonds from the lattice structure is too great
Usually, covalent substances can’t conduct electricity in solid or liquid states since they don’t have any free-moving charged particles
Only in some cases, polar covalent molecules can ionize and conduct electricity
Other exceptions are Giant Covalent Structures and they can conduct electricity because they have delocalized electrons (the free-moving charged particles required for conductivity) (See Section 4.2.5)
Metal atoms tend to pack together in lattice structures
This causes their outer electrons to be able to move freely throughout the entire structure = “delocalizes electrons”
Once their valence electrons are delocalized, the metals gain a positive charge, which repel each other, keeping the entire structure neatly arranged in a lattice
Metallic Bonding involves strong electrostatic forces of attraction between the metal centers and delocalized electrons
Metals are malleable
This is because when a force is applied, the metal layers can slide over each other (the attractive forces between the metal ions and the delocalized electrons act in all directions)
So, when the layers slide, the metallic bonds can re-form in a new shape and the lattice is not broken
Metallic compounds are strong and hard
Due to the strong attraction between the metal cations suspended in a sea of delocalized electrons
This also causes metals to have a high melting and boiling point
Unlike non-metals, metals are able to conduct electricity when in the solid or liquid state
Because in both states, they have mobile electrons that can move around and conduct electricity (remember: electric current = flow of electrons)
Not all metallic bonds have equal strength; there are several factors that affect it:
Charge on the Metal Ion
The greater the charge on the metal ion,
→ the greater number of electrons in the sea of delocalized electrons
→ the greater the charge difference between ions and electrons
→ the greater the electrostatic attraction
→ the stronger the metallic bond
Radius of the Metal Ion
Metal ions with a smaller ionic radii exert a greater attraction on the sea of delocalized electrons
→ requires more energy to break
→ stronger metallic bond
An increase in the strength of electrostatic attraction is caused by:
Increasing the # of delocalized electrons in each metal atom
Increasing the positive charges on the metal centers in the lattice structure
Decreasing the size of the metal ions
Ex. Compare the electron configuration of sodium, magnesium, and aluminum and observe the # of valence electrons (do they increase or decrease?)
Na = 1s22s22p63s1
Mg = 1s22s22p63s2
Al = 1s22s22p63s23p1
Since aluminum ions are smaller in radius than magnesium or sodium ions
So considering that aluminum has the most electrons AND has the smallest radius, it has a stronger metallic bonding → higher melting point
So as you go across a period, the metallic bonding is stronger and the melting points increase
As you go down a periodic group, the size of the metal cations increase, thus decreasing the attraction between the negative valence electrons and the positive metallic lattice, so the melting point decreases
Alloys = mixtures of metals (the metals are mixed together physically but are not chemically combined)
Alloys can also be a mixture of metals and non-metals (ex. with carbon)
The different metal ion mix is spread evenly throughout the lattice (not clumped together) and are bound together by their delocalized electrons
Alloys are able to form due to the fact that metallic bonds are non-directional by nature
So why are Alloys made?
They have distinct and desirable properties since the cations are structured differently in the lattice
Greater strength,
Harder
Since the mixture of atoms in an alloy are different sizes, this distorts the regular arrangement of cations
So the layers in a lattice structure have a more difficult time sliding over each other, causing the alloy to be harder than a pure metal
Higher resistance to corrosion/extreme temperatures
Alloy | Elements | Properties | Uses |
---|---|---|---|
Brass | copper + zinc | strong resistant to corrosion | door handles, hinges, metal instruments |
Steel | iron + carbon + others (chromium, vanadium, and molybdenum, etc.) | very strong | construction, bridges, cars |
Solder | lead + tin | low melting point | joining metals in electrical circuits and in jewelry |
Bronze | copper + tin | hard strong resistant to corrosion | medals, sculptures, ship fittings |