spencer l. seager michael r. slabaugh jennifer p. harris chapter 4: forces between particles

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Spencer L. Seager Michael R. Slabaugh www.cengage.com/chemistry/seager Jennifer P. Harris Chapter 4: Forces Between Particles

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Page 1: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

Spencer L. SeagerMichael R. Slabaugh

www.cengage.com/chemistry/seager

Jennifer P. Harris

Chapter 4:Forces Between Particles

Page 2: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

Chapter 4 objectives 1. Draw correct Lewis structures for atoms of representative elements.  (Section 4.1; Exercise 4.2) 

 2. Use electronic configurations to determine the number of electrons gained or lost by atoms as they 

achieve noble gas configurations.  (Section 4.2; Exercise 4.12) 

 3. Use the octet rule to correctly predict the ions formed during the formation of ionic compounds, and 

write correct formulas for binary ionic compounds containing a representative metal and 

representative nonmetal.  (Section 4.3; Exercises 4.20 and 4.22) 

 4. Correctly name binary ionic compounds.  (Section 4.4; Exercise 4.30) 

 5. Determine formula weights for ionic compounds.  (Section 4.5; Exercise 4.38) 

 6. Draw correct Lewis structures for covalent molecules.  (Section 4.6; Exercise 4.48) 

 7. Draw correct Lewis structures for polyatomic ions.  (Section 4.7; Exercise 4.50) 

 8. Use VSEPR theory to predict the shapes of molecules and polyatomic ions (Section 4.8;  

Exercises 4.52 and 4.54) 

  9. Use electronegativities to classify covalent bonds of molecules, and determine whether covalent 

molecules are polar or nonpolar.  (Section 4.9; Exercises 4.58 and 4.64) 

 10. Write correct formulas for ionic compounds containing representative metals and polyatomic ions, 

and correctly name binary covalent compounds and compounds containing polyatomic ions.  

(Section 4.10; Exercises 4.66, 4.70, and 4.72) 

 11. Relate melting and boiling points of pure substances to the strength and type of interparticle forces 

present in the substances.  (Section 4.11; Exercises 4.78 and 4.80) 

Page 3: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

Other ways of looking at electronic structure

• Noble gas configurations (including those of transition metals)• Lewis structures• More on valence electrons

Page 4: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

NOBLE GAS CONFIGURATIONS• An electronic configuration that is characterized by two electrons

in the valence shell of helium and eight electrons in the valence shell of all other group VIIIA noble gases.

Page 5: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

LEWIS STRUCTURES• A representation of an atom or ion in which the elemental

symbol represents the atomic nucleus and all but the valence-shell electrons. The valence electrons are represented by dots arranged around the elemental symbol.

Page 6: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

VALENCE ELECTRONS• Write an electronic configuration for the atom and identify the

valence electrons as those having the largest n value in the configuration.

• A simpler alternative for representative elements is to refer to the periodic table and note the group to which the element belongs. The number of valence electrons is the same as the Roman numeral group number.

• Examples: Calcium, Ca, is in group IIA. The number of valence electrons is 2. Phosphorus, P, is in group VA. The number of valence electrons is 5.

Page 7: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

LEWIS STRUCTURE EXAMPLE• Potassium, K, is in group IA and so it has one valence electron.

The Lewis structure is: K • Aluminum, Al, is in group IIIA and so it has three valence

electrons. The Lewis structure is:

Page 8: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

Types of atom combinations and bonding

Elements can combine in three basic ways.•Metals combining with metals • These can be called alloys if the elements are different.• Held together with metallic bonds – the core nuclei and

electrons are held in a “sea” of valence electons.•Metals combining with non-metals.• Metal atoms lose electrons to form cations• Non-metal atoms gain electrons to form anions• The cations and anions are held together with electrostatic

attractions – termed ionic bonds•Non-metals combining with non-metals• Atoms share electrons• Bonds are called covalent bonds

Page 9: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

THE OCTET RULE• According to the octet rule, atoms will gain, lose or share

sufficient electrons to achieve an outer electron arrangement identical to that of a noble gas. This arrangement usually consists of eight electrons in the valence shell for representative elements.

• SIMPLE ION• A simple ion is an atom that has acquired a net positive or

negative charge by losing or gaining one or more electrons.

Page 10: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

SIMPLE ION EXAMPLES• Magnesium, Mg, has two valence electrons which it loses to

form a simple ion with a +2 electrical charge. The ion is written as Mg2+.

• Oxygen, O, has six valence electrons. It tends to gain two electrons to form a simple ion with a -2 electrical charge. The ion is written as O2-.

• Bromine, Br, has seven valence electrons. It tends to gain one electron to form a simple ion with a -1 electrical charge. The ion is written as Br -.

Page 11: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

DETERMINING IONIC CHARGES FOR REPRESENTATIVE ELEMENTS• Representative metals will form ions having the same positive

charge as the number (Roman numeral) of the group to which they belong.

• Representative nonmetals will form ions with a negative charge equal to 8 minus the number (Roman numeral) of the group to which they belong.

• For example, strontium, Sr, a group IIA metal forms Sr2+ ions and phosphorus, P, a group VA nonmetal forms P3- ions.

Page 12: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

IONIC BOND FORMATION• Ions with positive charges are attracted to ions with negative

charges. The attractive force between such ions holds them together and is called an ionic bond.

• Ionic bonds form between simple ions when representative metal atoms lose valence electrons and the electrons are gained by representative nonmetal atoms. Both atoms are changed into ions with noble gas configurations. The resulting ions are then attracted to each other.

Page 13: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

ISOELECTRONIC• Isoelectronic is a term that literally means “same electronic,”

used to describe atoms or ions that have identical electronic configurations.

Examples include Na+, Mg2+, Ne and F-

And K+, Ca2+, S2-, Cl-, Ar

Page 14: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

IONIC COMPOUNDS• The substances that result when ionic bonds form between

positive and negative ions are called ionic compounds.• When ionic compounds are formed by the reaction of only two

elements the resulting ionic compound is called a binary ionic compound.

Cu2O CuO

Page 15: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

BINARY IONIC COMPOUND FORMULAS

• Binary ionic compounds typically form when a metal and a nonmetal react.

• The metal tends to lose one or more electrons and forms a positive ion.

• The nonmetal tends to gain one or more electrons and forms a negative ion.

• The symbol for the metal is given first in the formula.

• The formula for a binary ionic compound represents the minimum number of each ion that will provide equal numbers of positive and negative electrical charges when combined together.

Page 16: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

BINARY IONIC COMPOUND FORMULA EXAMPLES• Sodium and fluorine:

• Sodium, a group IA metal, will form sodium ions with the symbol Na+.

• Fluorine, a group VIIA nonmetal, will form fluoride ions with the symbol F-.

• The minimum number of ions needed to give the same number of positive and negative charges is one of each.

• The one Na+ provides one positive charge and the one F-

provides one negative charge. • The correct formula that results is NaF.

Page 17: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

BINARY IONIC COMPOUND FORMULA EXAMPLES (continued)• Sodium and sulfur:

• Sodium is a group IA metal and will form sodium ions with the symbol Na+.

• Sulfur is a group VIA nonmetal and will form sulfide ions with the symbol S2-.

• The minimum number of ions required to give the same number of positive and negative charges is two Na+ ions and one S2- ion.

• The two Na+ ions provide two positive charges and the one S2- ion provides two negative charges.

• The resulting formula is Na2S.

Page 18: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

BINARY IONIC COMPOUND FORMULA EXAMPLES (continued)• Aluminum and oxygen:

• Aluminum is a group IIIA metal and will form ions with the symbol Al3+.

• Oxygen is a group VIA nonmetal and will form ions with the symbol O2-.

• The minimum number of ions required to give the same number of positive and negative charges is two Al3+ ions and three O2- ions.

• The resulting formulas is Al2O3.

Page 19: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

NAMING BINARY IONIC COMPOUNDS

• Binary ionic compounds are named using the following pattern:

name = metal name + stem of nonmetal name + -ide

• The stem names and ionic symbols for some common nonmetals are given in the following table:

Page 20: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

BINARY IONIC COMPOUND NAME EXAMPLES• Name K2O:

• name = metal name + nonmetal stem + -ide• name = potassium + ox- + -ide = potassium oxide

• Name Mg3N2:

• name = metal name + nonmetal stem + -ide• name = magnesium + nitr- + -ide = magnesium nitride

• Name BeS:• name = metal name + nonmetal stem + -ide• name = beryllium + sulf- + -ide = beryllium sulfide

• Name AlBr3:

• name = metal name + nonmetal stem + -ide• name = aluminum + brom- + -ide = aluminum bromide

Page 21: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

NAMING BINARY IONIC COMPOUNDS (continued)• Some metal atoms, especially those of transition and inner-

transition elements form more than one type of charged ion. (e.g. Iron forms both Fe2+ and Fe3+ ions.)

• The binary compounds containing such ions are named following the pattern given earlier with one addition, the number of positive charges on the metal ion is indicated by a Roman numeral in parentheses following the metal name.

• For example, the compounds FeCl2 and FeCl3 contain iron ions with 2+ and 3+ charges, respectively. Their names are iron (II) chloride and iron (III) chloride.

FeCl2 FeCl3

Page 22: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

“Odd” element charges to know• Fe(III), Fe(II)• Cu(I), Cu(II)• Hg(I), Hg(II)• Sn(II), Sn(IV)• Pb(II), Pb(IV)• Ag+

Page 23: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

IONIC COMPOUNDS CONTAINING POLYATOMIC IONS• The rules for writing formulas for ionic compounds containing

polyatomic ions are essentially the same as those used for writing formulas for binary ionic compounds.

• The symbol for the metal is written first, followed by the formula for the negative polyatomic ion. Equal numbers of positive and negative charges must be represented by the formula.

• When more than one polyatomic ion is required in the formula, parentheses are placed around the polyatomic ion before the subscript is inserted.

3 4 3 4 4 42 3Na PO Mg PO NH PO

Page 24: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

COMMON POLYATOMIC IONS

Page 25: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

EXAMPLES OF IONIC COMPOUNDS CONTAINING POLYATOMIC IONS• Compound containing K+ and ClO3

-

KClO3

• Compound containing Ca2+ and ClO3-

Ca(ClO3)2

• Compound containing Ca2+ and PO43-

Ca3(PO4)2

Page 26: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

NAMING IONIC COMPOUNDS CONTAINING POLYATOMIC ANIONS• The names of ionic compounds that contain a polyatomic

anion are obtained using the following pattern:

name = name of metal + name of polyatomic anion

• Examples:

• KClO3 is named potassium chlorate

• Ca(ClO3)2 is named calcium chlorate

• Ca3(PO4)2 is named calcium phosphate

• CaHPO4 is named calcium hydrogen phosphate

Page 27: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

IONIC COMPOUND STRUCTURE• The stable form of an ionic compound is not a molecule, but a

crystal in which many ions of opposite charge occupy lattice sites in a rigid three-dimensional arrangement called a crystal lattice.

Page 28: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

IONIC COMPOUND FORMULAS & WEIGHTS

• Formulas for ionic compounds represent only the simplest combining ratio of the ions in the compounds, not the precise numbers of atoms of each element found in a crystal lattice.

• Formula weight is the sum of the atomic weights of the atoms shown in the formula of an ionic compound. This is similar to molecular weight.

• One mole of an ionic compound contains Avogadro’s number (6.022 x 1023) of the simplest combining ratio of ions in the compounds.

Page 29: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

COVALENT BONDS• A covalent bond is a type of bond in which the octet rule is

satisfied when atoms share valence electrons. The shared electrons are counted in the octet of each atom that shares them as illustrated below for fluorine, F2.

• The atoms sharing one or more pairs of electrons are each attracted to the shared electrons, and thus, are attracted to each other. The attraction to each other is called a covalent bond. The covalent bond may be represented by the shared pair or by a single line between the bonded atoms.

Page 30: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

COVALENT BONDS (continued)• The sharing of electrons takes place when electron-containing

orbitals of atoms overlap. This is shown below for the formation of the H2 molecule.

Page 31: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

COVALENT BONDS (continued)• Electron sharing resulting in covalent bonding can occur

between identical atoms or between different atoms.

• Molecules such as F2, Cl2 Br2, I2 H2, O2 and N2 are formed when electron sharing occurs between identical atoms.

• Molecules such as H2O, and CH4 are formed when electron sharing occurs between different atoms.

Page 32: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

COVALENT BONDING EXAMPLES

Page 33: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

COVALENT BONDING EXAMPLES (continued)

Page 34: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

DRAWING LEWIS STRUCTURES FOR COVALENT MOLECULES• Step 1: • Use the molecular formula to determine how many

atoms of each type are in the molecule.

• Step 2: • Use the provided connecting pattern of atoms to draw an

initial molecular structure with the atoms properly arranged.

• Step 3: • Determine the total number of valence-shell electrons

contained in the atoms of the molecule.

Page 35: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

DRAWING LEWIS STRUCTURES FOR COVALENT MOLECULES (continued)• Step 4: • Put one pair of electrons between each bonded pair of

atoms in the initial structure drawn in Step 2.• Subtract the number of electrons used in this step from the

total number determined in Step 3. • Use the remaining electrons to complete the octets of all

other atoms in the structure, beginning with the atoms that are present in greatest number in the molecule.

• Remember, hydrogen atoms only require one pair of electrons to achieve the electronic configuration of helium.

• Step 5:• If all octets cannot be satisfied with the available electrons,

move pairs that are not located between atoms to positions between atoms to complete octets. This will create double or triple bonds between some atoms.

Page 36: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

DRAWING LEWIS STRUCTURES FOR COVALENT MOLECULES EXAMPLE

• Draw a Lewis structure for SO3.• Step 1: • The formula indicates one S and three O atoms are in the

molecule.• Step 2: • The connecting pattern is that each O is bonded only to

the S. Thus, the following arrangement is drawn:

O S OO

• Step 3: • Sulfur and oxygen are both in group VIA, and so each

atom has six valence electrons. The total number of electrons is 24 (six from the one S atom and 18 from the three O atoms).

Page 37: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

DRAWING LEWIS STRUCTURES FOR COVALENT MOLECULES EXAMPLE (continued)

• Step 4:• One pair of electrons is put between each O atom and the S

atom of the arrangement drawn in step 2.

• This required six of the 24 available electrons. The remaining 18 are used to complete the octets of the atoms, beginning with the O atoms.

Page 38: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

DRAWING LEWIS STRUCTURES FOR COVALENT MOLECULES EXAMPLE (continued)• Step 5:• After step 4, it is seen that the octet of S is not completed,

even though all available electrons have been used. • One nonbonding pair from any of the three O atoms will be

moved to a location between the O and the S atoms. This pair will continue to count toward the octet of the O, but will also now count toward the octet of the S.

• The resulting correct Lewis structure contains one double bond (two shared pairs) between the S and one of the O atoms.

Page 39: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

POLYATOMIC IONS• Polyatomic ions are covalently-bonded groups of atoms that

carry a net electrical charge. Most common polyatomic ions are negatively charged.

• Lewis structures can be drawn for polyatomic ions using the same steps that were shown earlier for covalent molecules with one change:• In Step 3, one electron is added to the total for each negative

charge found on the polyatomic ion and one electron is subtracted from the total for each positive charge found on the polyatomic ion.

• All other steps are used unchanged.

Page 40: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

NAMING BINARY COVALENT COMPOUNDS• The pattern used to name binary covalent compounds is

similar to that used to name binary ionic compounds:

name = name of least electronegative element + stem of more electronegative element + -ide

• In addition to the pattern, the number of each type of atom in the molecule is indicated by means of the following Greek prefixes:

• Note: The prefix mono is not used when it appears at the beginning of the name.

Page 41: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

NAMING BINARY COVALENT COMPOUNDS EXAMPLES

• SO2: name = sulfur + di- + ox + -ide = sulfur dioxide

• XeF6: name = xenon + hexa- + fluor + -ide = xenon hexafluoride

• H2O: name = di- + hydrogen + mono- + ox + -ide

= dihydrogen monoxide (also known as water) (Note, the final o of mono- was dropped for ease of pronunciation.)

Page 42: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

COVALENT MOLECULE POLARITY• The shared electrons of covalent bonds are not always shared

equally by the bonded atoms. • Electrons of a covalent bond are attracted toward atoms of

highest electronegativity.

Page 43: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

COVALENT MOLECULE POLARITY (continued)• Unequal sharing of the bonding electrons of a covalent bond cause

the bond to become a polar covalent bond.

• For atoms bonded by a polar covalent bond, the more electronegative atom acquires a partial negative charge (δ-) and the less electronegative atom acquires a partial positive charge (δ+).

Page 44: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

COVALENT MOLECULE POLARITY (continued)• When the resulting partial charges are distributed

symmetrically in a molecule, the molecule is nonpolar. When the partial charges are distributed nonsymmetrically, the molecule is polar.

Page 45: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

THE POLARITY OF MOLECULES

Page 46: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

THE SIGNIFICANCE OF POLARITY Molecules that are polar can attract/bond to other polar molecules. This attraction/bonding gives rise to higher melting/boiling points, is involved in things like dissolving and allows many kinds of biological interactions.

Along with dispersion forces, polar interactions complete the difference kinds of interactions/forces that occur between atomic and molecular particles.

Page 47: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

INTERPARTICLE FORCE SUMMARY• Ionic and covalent bonds represent two of the forces that occur

between atomic-sized particles and hold the particles together to form the matter familiar to us.

• Other forces also exist that hold the particles of some types of matter together. These include:

• metallic bonding, • dipolar forces, • hydrogen bonding, • dispersion forces.

Page 48: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

TYPES OF MATERIALS

• Ionic compounds (e.g. NaCl) are held together by ionic bonds, which are attractive forces that hold together ions of opposite charge.

• Polar covalent compounds (e.g. H2O and CO) are held together by dipolar forces (also called dipole-dipole interactions), which are attractive forces that exist between the positive end of one polar molecule and the negative end of another.

Page 49: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

TYPES OF MATERIALS (continued)• Some polar covalent molecules

(e.g. H2O) experience hydrogen bonding, which is a special case of dipole-dipole interactions and the result of attractive dipolar forces between molecules in which hydrogen atoms are covalently bonded to very electronegative atoms (O, N, or F).

• Network solids are solids in which the lattice sites are occupied by atoms that are covalently bonded to each other (e.g. SiO2, diamond, carbon nanotubes).

Page 50: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

TYPES OF MATERIALS (continued)• Metals (e.g. Cu) are held together by metallic bonds,

which originate from the attraction between positively charged atomic kernels that occupy lattice sites and mobile electrons that move freely through the lattice.

• Nonpolar covalent molecules (e.g. O2 and CO2 – shown below) are only held together by dispersion forces, which are very weak attractive forces acting between the particles of all matter that result from momentary nonsymmetric electron distributions in molecules or atoms. The larger the molecules that greater the net attractions can be. E.g., Ar > Ne and C3H8 > CH4

Page 51: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

THE BEHAVIOR OF SELECTED PURE SUBSTANCES IN RESPONSE TO HEATING

Page 52: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

p. 629

Page 53: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

Fig. 19-6, p. 598

Page 54: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

Fig. 19-11, p. 601

Page 55: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles
Page 56: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

TYPES OF MATERIALS related to bonding

• Ranked from strongest attractions to weakest attractions• Network solids – atoms held together with covalent bonds• Metallic solids – atoms held together with metallic bonds • Ionic crystals/compounds• Molecules (these have covalent intramolecular bonds) with

intermolecular H-Bonds• Molecules (these have covalent intramolecular bonds) with

intermolecular dipole-dipole interactions • Molecules or atoms with none of the above still have

dispersion forces (which all substances have). These are weakest of all the inter-forces. These can be collectively significant if the molecules are very large (as in a protein).

Page 57: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

RELATIVE STRENGTHS OF INTERPARTICLE FORCES

Page 58: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

Predict the kinds of bonding that exists in each of the following.Choose among ionic, H-Bonding, dipole-dipole, and dispersion (no network solids are included)

•Liquid N2

•Liquid CO•KBr

•CH3OH

•Liquid Cl2•Liquid HCl

•H2O

•C2H6

•Liquid N2

Page 59: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

Which of each pair would have the higher BP or MP?(No network solids are represented)

•NH3 or CH4

•H2O or N2

•O2 or N2

•Kr or Ne

•CH3OH or CH4

•C2H6 or C4H10

•NaCl or H2O

Page 60: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

SHAPES OF MOLECULES & POLYATOMIC IONS• Most molecules and polyatomic ions are not flat two-

dimensional objects. Most have distinct three-dimensional shapes.

• The shapes of molecules or polyatomic ions can be predicted using a theory called the valence-shell electron-pair repulsion theory, or VSEPR theory (sometimes pronounced "vesper" theory).

• According to the VSEPR theory, electron pairs in the valence shell of an atom will repel each other and get as far away from each other as possible.

• When the theory is applied to the valence-shell electron pairs of the central atom in a molecule or ion, the shape of the molecule or ion can be predicted. A central atom is an atom that is bonded to other surrounding atoms, such as the S atom in the SO3 molecule whose Lewis structure was drawn in the earlier example.

Page 61: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

VSEPR THEORY• When the VSEPR theory is used, two rules are followed:

• Rule 1:• All valence-shell electron pairs around the central atom

are considered to behave the same regardless of whether they are bonding or nonbonding pairs.

• Rule 2: • Double or triple bonds between surrounding atoms and

the central atom are treated like a single pair of electrons when shapes are predicted.

Page 62: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

ELECTRON PAIR ARRANGEMENTS• The VSEPR theory can be applied to molecules or ions that

have up to six pairs of electrons around the central atom. This discussion will be limited to molecules with no more than four pairs.

Page 63: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

ELECTRON PAIR ARRANGEMENTS• According to the VSEPR theory, the arrangement of electron

pairs around the central atom (represented by E) depends on the number of electron pairs.• Two pairs locate opposite each other. • Three pairs arrange themselves in a flat triangle around the

central atom. • Four pairs become located at the four corners of a pyramid-

like shape called a tetrahedron.

Page 64: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

VSEPR THEORY EXAMPLES• Draw a Lewis structure and determine the shape of the molecule

for CO2.

• Solution: • The Lewis structure drawn according to the rules given earlier

is• The central C atom is surrounded by two double bonds.• Each double bond counts as a single electron pair, thus the

central atom behaves as if it has two pairs of electrons around it.

• They will take up positions on opposite sides of the C. • The O, C, and O atoms are arranged in a line and the

molecule is linear.

Page 65: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

VSEPR THEORY EXAMPLES (continued)• Draw a Lewis structure and determine the shape of the molecule

for NH3.• Solution:

• The Lewis structure drawn according to the rules given earlier is:

• The central atom is N.• It has four electron pairs surrounding it. • The four pairs will be located at the corners

of a tetrahedron, with the N in the middle:

Page 66: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

VSEPR THEORY EXAMPLES (continued)

• The shape of the molecule is determined only by the positions of the atoms, not by the positions of the unshared electron pair. Thus, the NH3 molecule has the shape of a pyramid with a triangular base. The N atom is at the peak of the pyramid and an H atom is at each corner of the base as shown below:

Page 67: Spencer L. Seager Michael R. Slabaugh  Jennifer P. Harris Chapter 4: Forces Between Particles

THE POLARITY OF MOLECULES