CHEM 2323: Chapter 2 - Acids, Bases, and Functional Groups
Chapter 2: Acids and Bases; Functional Groups
Examples of complex acids discussed include citric acid and ascorbic acid, highlighting the presence of multiple hydroxyl (OH) and carboxyl (COOH) groups.
Bond Dipole Moment
Bond polarities exist on a spectrum from nonpolar covalent, through polar covalent, to totally ionic.
Dependence: Bond polarity is influenced by the amount of charge separation and the distance between the charges.
Measurement: Bond dipole moments (\mu) are measured in debyes (D).
Bond Dipole Moments (Debye) for Some Common Covalent Bonds
Bond | Dipole Moment, (\mu) | Bond | Dipole Moment, (\mu) |
---|---|---|---|
C-N | 0.22 D | H-C | 0.3 D |
C-O | 0.86 D | H-N | 1.31 D |
C-F | 1.51 D | H-O | 1.53 D |
C-Cl | 1.56 D | C=O | 2.4 D |
C-Br | 1.48 D | C\equivN | 3.6 D |
C-I | 1.29 D |
Molecular Dipole Moment
The molecular dipole moment is the vector sum of individual bond dipole moments.
Dependence: It depends on both bond polarity and molecular geometry (bond angles).
Contribution of Lone Pairs: Lone pairs of electrons significantly contribute to the overall molecular dipole moment.
Effects of Lone Pairs on Dipole Moments (Examples)
Ammonia (NH_3): (\mu = 1.5D)
Water (H_2O): (\mu = 1.9D)
Acetone (CH3COCH3): (\mu = 2.9D)
Acetonitrile (CH_3CN): (\mu = 3.9D)
Self-Exercise: Draw the bond and molecular dipoles for water (H2O) and carbon dioxide (O=C=O). (Note: CO2 has polar bonds but a nonpolar molecule due to symmetrical geometry, resulting in a zero net molecular dipole moment.)
Intermolecular Forces
The strength of attractions between molecules dictates crucial physical properties such as melting point (m.p.), boiling point (b.p.), and solubility of compounds.
Classification of Attractive Forces:
Dipole–dipole forces: Occur between polar molecules and are measured in debyes.
London dispersion forces: Weak, temporary attractive forces, present in all molecules but dominant in nonpolar ones.
Hydrogen bonding: A strong type of dipole-dipole interaction specific to molecules containing —OH or —NH groups.
Dipole-Dipole Interactions - Attraction
These are common attractions between polar molecules.
Symbolized by (\delta+) and (\delta-) to indicate partial positive and negative charges, respectively.
Example: In chloromethane (CH_3Cl), the carbon-chlorine bond is polar, with chlorine being (\delta-) and carbon (\delta+). Molecules align such that the (\delta+) region of one molecule attracts the (\delta-) region of another.
Self-Exercise: Which of the two isomers, cis-1,2-dichloroethene or trans-1,2-dichloroethene, has a higher boiling point? (Hint: Consider the molecular dipole moments and resulting dipole-dipole interactions.)
London Dispersion Forces
One of the Van der Waals forces, these are the main attractive forces in nonpolar molecules.
Mechanism: A temporary, instantaneous attractive dipole–dipole interaction that arises for a fraction of a second due to momentary distortions in electron distribution.
Proportionality: This attractive force is roughly proportional to the molecular surface area. Larger surface area allows for more points of contact and temporary dipole formation.
Polarizability: Larger atoms possess more loosely held electrons and are, therefore, more polarizable, leading to stronger London dispersion forces.
Effect of Branching on Boiling Point
n-Pentane (linear isomer): Has the greatest surface area, leading to stronger London dispersion forces and thus the highest boiling point.
Increased Branching: As the amount of chain branching increases, the molecule's shape becomes more spherical, and its surface area decreases.
Neopentane (most highly branched isomer): Has the smallest surface area, resulting in the weakest London dispersion forces and the lowest boiling point among its isomers.
Hydrogen Bonding
Hydrogen bonding is a particularly strong dipole–dipole attraction.
Requirements: Organic molecules must possess N—H or O—H groups to be able to form a hydrogen bond. The hydrogen atom involved is bonded to a highly electronegative atom (N or O).
Mechanism: The hydrogen from one molecule, being (\delta+), is strongly attracted to a lone pair of electrons on the oxygen or nitrogen of an adjacent molecule.
Strength Difference: The O—H bond is more polar than the N—H bond, making alcohols capable of stronger hydrogen bonding compared to amines.
How Intermolecular Forces Affect Boiling Points
Hydrogen Bonding and Boiling Point: The presence of hydrogen bonding significantly increases the boiling point of a molecule.
Alcohols vs. Amines: Due to the higher polarity of the O—H bond compared to the N—H bond, alcohols exhibit stronger hydrogen bonding than amines and consequently have higher boiling points.
Self-Exercise: Rank compounds A, B, C, D, E by boiling point (1 having the highest, 5 the lowest). For more problems, visit: https://chemistry.utdallas.edu/ochemrank/
Polarity Effects on Solubility
General Rule: "Like dissolves like."
Polar solutes: Dissolve readily in polar solvents.
Nonpolar solutes: Dissolve readily in nonpolar solvents.
Principle: Molecules with similar types and strengths of intermolecular forces will mix freely with each other.
Polar Solute in Polar Solvent
When a polar solute is placed in a polar solvent, the attractive forces between solute and solvent molecules can overcome the solute-solute interactions and solvent-solvent interactions.
Energy and Entropy: This process often involves the release of energy (hydration) and an increase in entropy, favoring dissolution.
Polar Solute in Nonpolar Solvent
In this scenario, the nonpolar solvent's weak intermolecular attractions are insufficient to break apart the strong intermolecular interactions within the polar solute.
Outcome: The polar solid will generally not dissolve in the nonpolar solvent, as the energy cost for breaking the polar solute's interactions is too high.
Nonpolar Solute in Nonpolar Solvent
The weak intermolecular attractions characteristic of a nonpolar substance can be readily overcome by interaction with a nonpolar solvent, which also has weak attractions.
Outcome: The nonpolar substance dissolves, as the energy change is favorable or negligible, and entropy often increases.
Nonpolar Solute with Polar Solvent
If a nonpolar molecule were to attempt to dissolve in water (a polar solvent), it would disrupt the hydrogen bonds present between water molecules.
Outcome: This disruption is energetically unfavorable, meaning nonpolar substances generally do not dissolve in water.
Hydrophobic and Hydrophilic
Hydrophobic ("water-hating"): Nonpolar substances that cannot readily dissolve in water are termed hydrophobic. Example: Motor oil and water do not mix.
Hydrophilic ("water-loving"): Polar substances that dissolve easily in water are termed hydrophilic.
Arrhenius Acids and Bases
Arrhenius Acids: Substances that dissociate in water (H2O) to yield hydronium ions (H3O^+).
Strength: Stronger acids dissociate to a greater extent than weaker acids.
Arrhenius Bases: Substances that dissociate in water to yield hydroxide ions (OH^-).
Strength: Stronger bases (e.g., NaOH) dissociate more completely than weaker bases (e.g., Mg(OH)_2).
Brønsted-Lowry Acids and Bases
Brønsted–Lowry Acids: Defined as any chemical species that can donate a proton (H^+).
Brønsted–Lowry Bases: Defined as any chemical species that can accept a proton (H^+).
Lewis Acid–Base Theory
Lewis Acids: Any species that can accept a pair of electrons. They typically possess an empty orbital and are often referred to as electrophiles (electron-loving).
Lewis Bases: Any species that can donate a lone pair of electrons. They are often referred to as nucleophiles (nucleus-loving) due to their attraction to positive centers.
Diagram: An empty orbital can accept electrons (Lewis Acid); a lone pair can donate electrons (Lewis Base).
Conjugate Acids and Bases
Conjugate Acid: When a Brønsted-Lowry base accepts a proton, it forms its conjugate acid, which is now capable of donating that proton back.
Conjugate Base: When a Brønsted-Lowry acid donates its proton, it forms its conjugate base, which is now capable of accepting that proton back.
Acid Strength
The strength of a Brønsted–Lowry acid is quantified by the extent of its ionization in water.
Acid-Dissociation Constant (Ka): The equilibrium constant for the ionization of an acid, Ka, indicates the relative strength of the acid. A stronger acid has a larger K_a value.
pKa Value: Because Ka values often span a wide numerical range, they are commonly expressed in logarithmic form as ( pKa = -log(Ka)). A weaker acid has a larger pK_a value (i.e., less negative or more positive).
Base Strength
The strength of a base is measured using the equilibrium constant (K_b) of its hydrolysis reaction (reaction with water).
Base-Dissociation Constant (Kb): A stronger base has a larger Kb value.
pKb Value: Similar to acids, base strength is often expressed as (pKb = -log(Kb)). A weaker base has a larger pKb value.
Relative Strength of Some Common Acids and Their Conjugate Bases
Acid | Conjugate Base | (K_a) | (pK_a) |
---|---|---|---|
HCl | Cl^- | 1 \times 10^7 | -7 |
H_3O^+ | H_2O | 55.6 | -1.7 |
HF | F^- | 6.8 \times 10^{-4} | 3.17 |
Formic acid | Formate ion | 1.7 \times 10^{-4} | 3.76 |
Acetic acid | Acetate ion | 1.8 \times 10^{-5} | 4.74 |
Hydrocyanic acid | Cyanide ion | 6.0 \times 10^{-10} | 9.22 |
NH_4^+ | NH_3 | 5.8 \times 10^{-10} | 9.24 |
Water | Hydroxide ion | 1.8 \times 10^{-16} | 15.7 |
Ethyl alcohol | Ethoxide ion | 1.3 \times 10^{-16} | 15.9 |
Ammonia | Amide ion | 10^{-36} | 36 |
Methane | Methyl anion | <10^{-50} | 50 |
Trend: As acid strength increases (larger Ka, smaller pKa), the strength of its conjugate base decreases. Conversely, a weaker acid has a stronger conjugate base. This relationship is always inverse.
Equilibrium Positions of Acid–Base Reactions
Favorability: Acid–base equilibrium always favors the formation of the weaker acid and the weaker base.
pKa/pKb Values: The weaker acid will have the larger pKa value. The weaker base will have the larger pKb value.
Side of Equation: The weaker acid and the weaker base will always be on the same side of the chemical equation (either both as reactants or both as products).
Prediction: The favored side of the equilibrium can be predicted by comparing the strengths (or pK_a values) of the two acids involved or the two bases involved in the reaction.
Solvent Effects on Acidity and Basicity
Water as Amphoteric Solvent: Water (H_2O) is an amphoteric substance, meaning it can act as both an acid and a base.
Its conjugate acid is the hydronium ion (H3O^+), with a (pKa = -1.7).
Its conjugate base is the hydroxide ion (OH^-), with a (pK_b = -1.7).
Leveling Effect: Any acid stronger than H3O^+ (i.e., with a pKa more negative than -1.7) will be completely deprotonated by water, effectively becoming H3O^+. Similarly, any base stronger than OH^- (i.e., with a pKb more negative than -1.7) will be completely protonated by water, effectively becoming OH^-. This means water