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General Chemistry Biology
Behavioral Sciences Appendix
Rutherford Model: 1911. Electrons surround a nucleus.
Bohr Model: 1913. Described orbits in more detail. Farther orbits = Energy Photon emitted when n¯, absorbed when n
Heisenberg Uncertainty: It is impossible to know the momentum and position simultaneously.
Hund’s Rule: e-^ only double up in orbitals if all orbitals first have 1 e-^.
Pauli Exclusion Principle: (^) Paired e- (^) must be + "
" #.
Scientist Contributions
AHED Mnemonic A bsorb light H igher potential E xcited D istant from nucleus
X
Note: Atomic Weight = weighted average
Constants Light Energy
𝐸 = ( l^ ) 𝐸 = h 𝑓
𝑓 = frequency h = Planck^8 s constant c = speed of light
Diamagnetic: ¯
All electrons are paired REPELLED by an external magnetic field
Paramagnetic: 1 or more unpaired electrons PULLED into an external magnetic field Follow Hund’s rule to build the atom’s electron configuration. If 1 or more orbitals have just a single electron, the atom is paramagnetic. If there are no unpaired electrons, then the atom is diamagnetic.
Examples: He = 1s 2 = diamagnetic and will repel magnetic fields. C = 1s 2 2s 2 2p 2 = paramagnetic and will be attracted to magnetic fields.
Diamagnetic vs. Paramagnetic
Quantum Number Name^ What it Labels^
Possible Values Notes
1, 2, 3, … Except for d- and f-orbitals, the shell # matches the row of the periodic table.
2 = d orbital 3 = f orbital 4 = g orbital
"
"
Maximum e-^ in terms of n = 2 n^2 Maximum e-^ in subshell = 4 l + 2
Free Radical: An atom or molecule with an unpaired electron.
Quantum Numbers
Avogadro’s Number: (^) 6. 022 × 10 #F^ = 1 mol
Planck’s ( h ): (^) 6. 626 × 10 HFI^ J•s
Speed of Light ( c ) (^) 3. 0 × 10 K m s
3D shapes of s, p, d, and f orbitals
Atomic Orbitals on the Periodic Table
The Aufbau Principle
Metalloids
Z (^) eff
IE
EA
Noble Gases have no affinity for e -. It would take energy to force an e -^ on them
EN
Of the Noble Gases, only Kr and Xe have an EN
Common Electronegativities
H C N O F Exact (^) 2.20 2.55 3.04 3.44 3.
Atomic
Size
0
Bonded
Pairs
Lone
Pairs
Geometry
Shape
Bond
Angle
sp
2
1
0
1
Linear
Linear
Linear
180 °
sp^2
3
2
1
0
1
2
Trigonal Planar
Trig Planar
Bent
Linear
120 °
sp^3
4
3
2
1
0
1
2
3
Tetrahedral
Tetrahedral
Trig Pyramidal
Bent
Linear
109.5°
sp
d
5
4
3
2
0
1
2
3
Trigonal
Bipyramidal
Trigonal Bipyramidal
Seesaw
T-Shaped
Linear
90 °
120 °
sp^3 d^2
6
5
4
0
1
2
Octahedral
Octahedral
Square Pyramidal
Square Planar
90 °
Intermolecular Forces Formal Charge
Formal Charge = valence e^0 − dots − sticks Dots: Nonbonding e- Sticks: Pair of bonding electrons
Covalent Bonds
Valence Shell Electron Pair Repulsion Theory (VSEPR)
Sigma and Pi Bonds
1 s
1 s 1 p
1 s 2 p
Covalent Bond: Formed via the sharing of electrons between two elements of similar EN.
Bond Order: Refers to whether a covalent bond is a single, double, or triple bond. As bond order increases bond strength , bond energy , bond length ¯.
Nonpolar Bonds: (^) DEN < 0.5.
Polar Bonds: DEN is between 0.5 and 1.7.
Coordinate Covalent Bonds:
A single atom provides both bonding electrons. Most often found in Lewis acid-base chemistry.
Ionic Bonds
Ionic Bond: Formed via the transfer of one or more electrons from an element with a relatively low IE to an element with a relatively high electron affinity DEN > 1.7. Cation: POSITIVE +
Anion: NEGATIVE −
Crystalline Lattices: Large, organized arrays of ions.
Electronic Geometry: Bonded and lone pairs treated the same. Molecular Shape : Lone pairs take up less space than a bond to another atom.
Note: Van de Waals Forces is a general term that includes Dipole-Dipole forces and London Dispersion forces.
H-Bond acceptor
H-Bond donor
Bond Type According to D EN
(^0) Nonpolar covalent
0.5 (^) Polar covalent
1.7 (^) Ionic
Combination: Two or more reactants forming one product 2H2 (g) + O2 (g) ® 2H 2 O (^) (g)
Decomposition: Single reactant breaks down 2HgO (^) (s) ® 2Hg (^) (l) + O2 (g)
Combustion: Involves a fuel, usually a hydrocarbon, and O2 (g) Commonly forms CO 2 and H 2 O CH4 (g) + 2O2 (g) ® CO2 (g) + H 2 O (^) (g)
Single-Displacement: An atom/ion in a compound is replaced by another atom/ion Cu (^) (s) + AgNO3 (aq) ® Ag (^) (s) + CuNO3 (aq)
Double-Displacement: (metathesis)
Elements from two compounds swap places CaCl2 (aq) + 2AgNO3 (aq) ® Ca(NO 3 )2 (aq) + 2AgCl (^) (s)
Neutralization: A type of double-replacement reaction Acid + base ® salt + H 2 O HCl (aq) + NaOH (aq) ® NaCl (aq) + H 2 O (l)
Equivalents & Normality Equivalent Mass:
Mass of an acid that yields 1 mole of H +^ or mass of a base that reacts with 1 mole of H +.
!"# ()^ "% *+
Equivalents = !$''^ ",^ -"!."/ 234
Normality =^35 6
For acids, the # of equivalents (n) is the # of H +^ available from a formula unit.
Molarity = 0"%!$# !"# ()^ "% *+
Compound Formulas
Types of Reactions
Naming Ions
For elements (usually metals) that can form more than one positive ion, the charge is indicated by a Roman numeral in parentheses following the name of the element
Fe2+^ Iron(II) Fe3+^ Iron(III) Cu+^ Copper(I) Cu2+^ Copper(II)
Older method: –ous and –ic to the atoms with lesser and greater charge, respectively
Fe2+^ Ferrous Fe3+^ Ferric Cu+^ Cuprous Cu2+^ Cupric
Monatomic anions drop the ending of the name and add –ide
H-^ Hydride F-^ Fluoride O2-^ Oxide S2-^ Sulfide N3-^ Nitride P3-^ Phosphide
Oxyanions = polyatomic anions that contain oxygen. MORE Oxygen = –ate LESS Oxygen = –ite
NO 3 -^ Nitrate NO 2 -^ Nitrite SO 4 2-^ Sulfate SO 3 2-^ Sulfite
In extended series of oxyanions, prefixes are also used. MORE Oxygen = Hyper- (per-) LESS Oxygen = Hypo-
ClO-^ Hypochlorite ClO 2 -^ Chlorite ClO 3 -^ Chlorate ClO 4 -^ Perchlorate
Polyatomic anions that gain H+^ to for anions of lower charge add the word Hydrogen or dihydrogen to the front.
HCO 3 -^ Hydrogen carbonate or bicarbonate HSO 4 -^ Hydrogen sulfate or bisulfate H 2 PO 4 -^ Dihydrogen phosphate
Empirical: Simplest whole-number ratio of atoms.
Molecular: Multiple of empirical formula to show exact # of atoms of each element.
Acid Names
-ic: Have one MORE oxygen than -ous.
-ous: Has one FEWER oxygen than -ic.
Equations
Arrhenius: (^) 𝑘 = 𝐴 × 𝑒& )'*(
Definition of Rate: For^ a A +^ b B^ ®^ c C +^ d D
Rate = − D /[D- 0 ] = − D 2 [D^10 ] = D 4 [D^30 ] = D 6 [^5 D 0 ]
Rate Law: rate^ =^ 𝑘^ [A]=^ [B]? Radioactive Decay: [A] 0 = [A]@ × 𝑒A
Reaction Mechanisms Overall Reaction: A 2 + 2B ® 2AB
Step 1: A 2 + B ® A 2 B slow Step 2: A 2 B + B ® 2AB fast
A 2 B is an intermediate Slow step is the rate determining step
Types of Reactions
Combination: Two or more reactants forming one product. 2H2 (g) + O2 (g) ® 2H 2 O (^) (g)
Decomposition: Single reactant breaks down. 2HgO (^) (s) ® 2Hg (^) (l) + O2 (g)
Combustion: Involves a fuel, usually a hydrocarbon, and O2 (g). Commonly forms CO 2 and H 2 O. CH4 (g) + 2O2 (g) ® CO2 (g) + H 2 O (^) (g)
Single-Displacement: An atom or ion in a compound is replaced by another atom or ion. Cu (s) + AgNO3 (aq) ® Ag (s) + CuNO3 (aq) Double-Displacement: (metathesis)
Elements from two compounds swap places. CaCl2 (aq) + 2AgNO3 (aq) ® Ca(NO 3 )2 (aq) + 2AgCl (^) (s)
Neutralization: A type of double-replacement reaction. Acid + base ® salt + H 2 O HCl (^) (aq) + NaOH (^) (aq) ® NaCl (^) (aq) + H 2 O (^) (l) Hydrolysis: Using water to break the bonds in a molecule.
Arrhenius Equation
Arrhenius: (^) 𝑘 = 𝐴 × 𝑒& )'*(
k = rate constant A = frequency factor E a = activation energy R = gas constant = 8. 314
G HIJ K T = temp in K Trends: (^) A Þ k
T Þ k (Exponent gets closer to 0. Exponent becomes less negative)
Gibbs Free Energy
∆G = EO − EO PQR
−∆G = Exergonic
+∆G = Endergonic
Zeroth Order Reaction First Order Reaction Second Order Reaction
[A] (^) ln [A] 1 [A]
m Order Rate Law Integrated Rate Law Half Life Units of Rate Constant
0 zeroth order^ 𝑅 = 𝑘 [A] = [A]@ − 𝑘 𝑡 𝑡^ _
1 first order^ 𝑅 = 𝑘 [A] [A] = [A]@ × 𝑒&A^0 𝑡^ _
ln ( 2 ) 𝑘
2 second order^ 𝑅 = 𝑘 [A]_^1 [A]
Reaction Order and Michaelis-Menten Curve: At low substrate concentrations, the reaction is approximately FIRST-ORDER. At very high substrate concentration, the reaction approximates ZERO-ORDER since the reaction ceases to depend on substrate concentration.
Equilibrium Constant
a A + b B ⇌ c C + d D
Equilibrium Constant ( K eq): (^) 𝐾"# =
Reaction Quotient ( Q c ): (^) 𝑄 1 =
Exclude pure solids and liquids
Reaction Quotient
Q < K eq D G < 0, reaction ®
Q = K eq D G = 0, equilibrium
Q > K eq D G > 0, reaction ¬
Le Châtelier’s Principle
If a stress is applied to a system, the system shifts to relieve that applied stress.
Example: Bicarbonate Buffer
Kinetic ( E a) and Thermodynamic (D G ) Control
Kinetic Products: HIGHER in free energy than thermodynamic products and can form at lower temperatures. “Fast” products because they can form more quickly under such conditions.
Thermodynamic Products: LOWER in free energy than kinetic products, more stable. Slower but more spontaneous (more negative DG)
Systems and Processes
Isolated System: Exchange neither matter nor energy with the environment. Closed System: Can exchange energy but not matter with the environment. Open system: Can exchange BOTH energy and matter with the environment. Isothermal Process: Constant temperature. Adiabatic Process: Exchange no heat with the environment. Isobaric Process: Constant pressure. Isovolumetric: (isochoric)
Constant volume.
States and State Functions
State Functions: Describe the physical properties of an equilibrium state. Are pathway independent. Pressure, density, temp, volume, enthalpy, internal energy, Gibbs free energy, and entropy. Standard Conditions: 298 K, 1 atm, 1 M Note that in gas law calculations, Standard Temperature and Pressure (STP) is 0°C, 1 atm. Fusion: (^) Solid ® liquid
Freezing: Liquid ® solid Vaporization: Liquid ® gas Sublimation: Solid ® gas Deposition: (^) Gas ® solid
Triple Point: Point in phase diagram where all 3 phases exist.
Supercritical Fluid: Density of gas = density of liquid, no distinction between those two phases.
Temperature ( T ) and Heat ( q )
Temperature ( T ): Scaled measure of average kinetic energy of a substance. Celsius vs Fahrenheit: ℉ = ( % & ℃ ) + 32
0 °C = 32°F Freezing Point H 2 O 25 °C = 75°F Room Temp 37 °C = 98.6°F Body Temp Heat ( q ): The transfer of energy that results from differences of temperature. Hot transfers to cold.
Enthalpy ( H )
Enthalpy ( H ): A measure of the potential energy of a system found in intermolecular attractions and chemical bonds. Phase Changes: (^) Solid ® Liquid ® Gas: ENDOTHERMIC since gases have more heat energy than liquids and liquids have more heat energy than solids.
Gas ® Liquid ® Solid: EXOTHERMIC since these reactions release heat. Hess’s Law: Enthalpy changes are additive.
D𝐻-./^ °^ from heat of formations ∆𝑯𝐫𝐱𝐧^ °^ = ∆𝑯𝐩𝐫𝐨𝐝𝐮𝐜𝐭𝐬^ °^ − ∆𝑯𝐫𝐞𝐚𝐜𝐭𝐚𝐧𝐭𝐬^ °
D𝐻-./^ °^ from bond dissociation energies ∆𝑯𝐫𝐱𝐧^ °^ = ∆𝑯𝐫𝐞𝐚𝐜𝐭𝐚𝐧𝐭𝐬^ °^ − ∆𝑯𝐩𝐫𝐨𝐝𝐮𝐜𝐭𝐬^ °
Entropy ( S )
Entropy ( S ): A measure of the degree to which energy has been spread throughout a system or between a system and its surroundings. ∆𝑆 =
@ABC D Standard entropy of reaction ∆𝑺𝐫𝐱𝐧^ °^ = ∆𝑺𝐟^ °,^ 𝐩𝐫𝐨𝐝𝐮𝐜𝐭𝐬− ∆𝑺𝐟^ °,𝐫𝐞𝐚𝐜𝐭𝐚𝐧𝐭𝐬
Note: Entropy is maximized at equilibrium.
Gibbs Free Energy ( G )
Gibbs Free Energy ( G ): Derived from enthalpy and entropy.
Standard Gibbs free energy of reaction D𝑮𝐫𝐱𝐧^ °^ = ∆𝑮𝐟^ °,^ 𝐩𝐫𝐨𝐝𝐮𝐜𝐭𝐬− ∆𝑮𝐟^ °,𝐫𝐞𝐚𝐜𝐭𝐚𝐧𝐭𝐬
From equilibrium constant K eq ∆𝐺MNO^ °^ = −R 𝑇 ln (𝐾VW)
From reaction quotient Q ∆𝐺MNO = ∆𝐺MNO^ °^ + R 𝑇 ln (𝑄) ∆𝐺MNO = R 𝑇 ln (
Y ZB[^ ) D G < 0 : Spontaneous
D G = 0 : Equilibrium
D G > 0 : Non-spontaneous
Gibbs Free Energy ( G )
D H D S Outcome
+ + Spontaneous at HIGH temps
+ - Non-spontaneous at all temps
- + Spontaneous at all temps - - Spontaneous at LOW temps
Note: Temperature dependent when DH and DS have same sign.
Ideal Gases
Ideal Gas: Theoretical gas whose molecules occupy negligible space and whose collisions are perfectly elastic. Gases behave ideally under reasonably temperatures and ¯pressures. STP: (^) 273 K (0°C), 1 atm 1 mol Gas: At STP 1 mol of gas = 22.4 L Units: 1 atm = 760 mmHg = 760 torr = 101. 3 kPa = 14. 7 psi
Ideal Gas Law
𝑷 𝑽 = 𝒏 𝐑 𝑻 R^ =^8.^314
=
?@ A
Density of Gas: r =
B C =^
DE FG
Combined Gas Law:
DHCH GH^ =^
DICI GI^ ( n^ is constant) V 2 = V 1 (D DHI ) (G GIH )
Avogadro’s Principle:
L C =^ k^ or^
LH CH^ =^
LI CI^ ( T^ and^ P^ are constant)
Boyle’s Law: PV = k or P 1 V 1 = P 2 V 2 ( n and T are constant)
Charles’s Law:
C G =^ k^ or^
CH GH^ =^
CI GI^ ( n^ and^ P^ are constant)
Gay-Lussac’s Law:
D G =^ k^ or^
DH GH^ =^
DI GI^ ( n^ and^ V^ are constant)
Other Gas Laws
Dalton’s Law: (total pressure from partial pressures)
Dalton’s Law: (partial pressure from total pressure)
P A = X A P T ( X = mol fraction)
Henry’s Law: [A]^ =^ k H x^ P A or^
[P]H DH^ =^
[P]I DI^ =^ k H
Kinetic Molecular Theory
Avg Kinetic Energy of a Gas :
T = molecules move FASTER molar mass = molecules move SLOWER Root-Mean- Square Speed: (^) 𝑢^>_ = `3R𝑇 𝑀
Diffusion: The spreading out of particles from [high] ® [low]
Effusion: The mvmt of gas from one compartment to another through a small opening under pressure Graham’s Law: bH bI^ =^ c
EI EH ¯molar mass = diffuse/effuse FASTER molar mass = diffuse/effuse SLOWER
Real Gases
Real gases deviate from ideal behavior at ¯temperature & pressure At Moderately P , ¯ V , or ¯ T :
Real gases will occupy less volume than predicted by the ideal gas law because the particles have intermolecular attractions. At Extremely P , ¯ V , or ¯ T :
Real gases will occupy more volume than predicted by the ideal gas law because the particles occupy physical space. Van der Waals Equation of State: d𝑃^ +^
j (𝑉 − 𝑛𝑏)^ = 𝑛R𝑇
a corrects for attractive forces b corrects for volume of the particles themselves
Diatomic Gases
Exist as diatomic molecules, never a stand-alone atom. Includes H 2 , N 2 , O 2 , F 2 , Cl 2 , Br 2 , and I 2
Mnemonic: “ H ave N o F ear O f I ce C old B eer”
The 7 Diatomic Gases
Saturated solutions are in equilibrium at that particular temperature.
Solubility Product Constant:
Equilibrium expression for something that dissolves. For substance Aa Bb , 𝐾"# = [A]([B]* Ion Product: 𝐼𝑃 = [A]([B]* IP < K sp unsaturated IP = K sp saturated at equilibrium IP > K sp supersaturated, precipitate Formation or Stability Constant:
Kf. The equilibrium constant for complex formation. Usually much greater that K sp. Common Ion Effect:
¯solubility of a compound in a solution that already contains one of the ions in the compound. The presence of that ion shifts the dissolution reaction to the left, decreasing its dissociation. Chelation: When a central cation is bonded to the same ligand in multiple places. Chelation therapy sequesters toxic metals.
% by mass: (^) -.""-."" "0123506^ "01234 × 100%
Mole Fraction: 𝑋< = -014" 303.1 -014""
Molarity: (^) 𝑀 = (^) 1534>"-014" 0?^ "0123506"
Molality: 𝐶- =^
-014" " AB 0? "01C463 Can also just be a lowercase m
Normality: 𝑁 = (^) 1534>"#^ 0?^ 4F25C.1463" 0? "
For acids, the # of equivalents (n) is the # of H +^ available from a formula unit.
Dilutions: M 1 V 1 = M 2 V 2
Colligative Properties: Physical properties of solutions that depend on the concentration of dissolved particles but not on their chemical identity. Raoult’s Law: (^) Vapor pressure depression. 𝑃< = 𝑋<𝑃<^ ° The presence of other solutes ¯evaporation rate of solvent, thus ¯ P vap. Boiling Point Elevation: ∆𝑇I = 𝑖 𝐾I 𝐶- 𝑖 = ionization factor 𝐾I = boiling point depression constant 𝐶- = molal concentration Freezing Point Depression: ∆𝑇? = 𝑖 𝐾? 𝐶- 𝐾? = freezing point depression constant Osmolarity: The number of individual particles in solution. Example: NaCl dissociates completely in water, so 1 M NaCl = 2 0"-01 1534>
Osmotic Pressure: “Sucking” pressure generated by solutions in which water is drawn into solution.
𝑖 = vanbt Hoff factor 𝑀 = molar concentration of solute 𝑅 = gas constant 𝑇 = temperature
Solution: Homogenous mixture. Solvent particles surround solute particles via electrostatic interactions. Solvation or Dissolution:
The process of dissolving a solute in solvent. Most dissolutions are endothermic, although dissolution of gas into liquid is exothermic. Solubility: Maximum amount of solute that can be dissolved in a solvent at a given temp. Molar Solubility: Molarity of the solute at saturation.
Complex Ions: Cation bonded to at least one ligand which is the e- pair donor. It is held together with coordinate covalent bonds. Formation of complex ions solubility. Solubility in Water: Polar molecules (with +/- charge) are attracted to water molecules and are hydrophilic. Nonpolar molecules are repelled by water and are hydrophobic.
Polar = Hydrophilic Nonpolar = Hydrophobic
Terminology
Concentration
Solutions Equilibria
Colligative Properties
Solubility Rules
Soluble Na+^ , K+^ , NH 4 + NO 3 -
Cl-^ , Br-^ , I- SO 4 2-
Except with Pb2+^ , Hg 2 2+, Ag+ Except with Ca2+^ , Sr2+^ , Ba2+^ , Pb2+^ , Hg 2 2+, Ag+
Insoluble S 2 - O 2 -
OH- CrO 4 2-
PO 4 3-^ & CO 3 2-
Except with Na+^ , K+^ , NH 4 +, Mg2+^ , Ca2+^ , Sr2+^ , Ba2+ Except with Na+^ , K+^ , Sr2+^ , Ba2+
Except with Na+^ , K+^ , Ca2+^ , Sr2+^ , Ba2+ Except with Na+^ , K+^ , Mg2+^ , NH 4 +
Except with Na+^ , K+^ , NH 4 +
Arrhenius Acid: Produces H+^ (same definition as Brønsted acid) Arrhenius Base: Produces OH-
Brønsted-Lowry Acid: Donates H+^ (same definition as Arrhenius acid)
Brønsted-Lowry Base: Accepts H+
Lewis Acid: Accepts e-^ pair
Lewis Base: Donates e-^ pair
Note: All Arrhenius acids/bases are Brønsted-Lowry acids/bases, and all Brønsted-Lowry acid/bases are Lewis acids/bases; however, the converse of these statements is not necessarily true.
Amphoteric Species: Species that can behave as an acid or a base. Amphiprotic = amphoteric species that specifically can behave as a Brønsted- Lowry acid/base.
Polyprotic Acid: An acid with multiple ionizable H atoms.
Definitions
Properties
Equivalent: 1 mole of the species of interest.
Normality: Concentration of equivalents in solution.
Polyvalent: Can donate or accept multiple equivalents.
Example: 1 mol H 3 PO 4 yields 3 mol H+^. So, 2 M H 3 PO 4 = 6 N.
Polyvalence & Normality
Titrations
Water Dissociation Constant: 𝐾" = 10 &'(^ at 298 K 𝐾" = 𝐾) × 𝐾, pH and pOH: (^) pH = −log [H^4 ] [H^4 ] = 10 &^67 pOH = −log [OH&] pH + pOH = 14 p scale value approximation: (^) −log (𝐴 × 10 &=) p value ≈ −(𝐵 + 0. 𝐴) Strong Acids/Bases: Dissociate completely
Weak Acids/Bases: Do not completely dissociate
Acid Dissociation Constant: (^) 𝐾) = [^7 FGH][IJ] [7I] p𝐾)^ =^ −log^ (𝐾)) Base Dissociation Constant: (^) 𝐾, = [KH][G7J] [KG7] p𝐾,^ =^ −log^ (𝐾,) p𝐾) + p𝐾, = p𝐾" = 14
Conjugate Acid/Base Pairs: Strong acids & bases / weak conjugate Weak acids & bases / weak conjugate
Neutralization Reactions: Form salts and (sometimes) H 2 O
Half-Equivalence Point: (midpoint)
The midpoint of the buffering region, in which half the titrant has been protonated or deprotonated. [HA] = [A&] and pH = pK) and a buffer is formed.
Equivalence Point: The point at which equivalent amounts of acid and base have reacted. 𝑁' 𝑉' = 𝑁P 𝑉P pH at Equivalence Point: Strong acid + strong base, pH = 7 Weak acid + strong base, pH > 7 Weak base + strong acid, pH < 7 Weak acid + weak base, pH > or < 7 depending on the relative strength of the acid and base
Indicators: Weak acids or bases that display different colors in the protonated and deprotonated forms. The indicator’s p K a should be close the pH of the equivalence point.
Tests: Litmus : Acid = red; Base = blue; Neutral = purple Phenolphthalein : pH < 8.2 = colorless; pH > 8.2 = purple Methyl Orange : pH < 3.1 = red; pH > 4.4 = yellow Bromophenol Blue : pH < 6 = yellow; pH > 8 = blue
Endpoint: When indicator reaches full color. Polyvalent Acid/Base Titrations:
Multiple buffering regions and equivalence points.
Buffer: Weak acid + conjugate salt Weak base + conjugate salt
Buffering Capacity: The ability of a buffer to resist changes in pH. Maximum buffering capacity is within 1 pH point of the p K a. Henderson-Hasselbalch Equation:
pH = pK) + log
[IJ] [7I]
pOH = pK, + log [K
H] [7G7]
When [A - ] = [HA] at the half equivalence point, log(1) = 0, so pH = p K a
Buffers
Burette
Conical flask
Titrant (strong acid in this example)
Analyte / Titrand (weak base in this example)
Titration Setup
Midpoint pOH = pK (^) ,
Equivalence Point 𝑁' 𝑉' = 𝑁P 𝑉P
Titration Curve When titrating a weak base with a strong acid
Definitions
Oxidation # Rules
Balancing via Half-Reaction Method
Complete Ionic Equation: Accounts for all of the ions present in a reaction. Split all aqueous compounds into their relevant ions. Keep solid salts intact.
Net Ionic Equation: Ignores spectator ions Disproportionation Reactions: (dismutation)
A type of REDOX reaction in which one element is both oxidized and reduced, forming at least two molecules containing the element with different oxidation states
REDOX Titrations: Similar in methodology to acid-base titrations, however, these titrations follow transfer of charge
Potentiometric Titration: A form of REDOX titration in which a voltmeter measures the electromotive force of a solution. No indicator is used, and the equivalence point is determined by a sharp change in voltage
Net Ionic Equations
Oxidation: Loss of e-
Reduction: Gain of e-
With Respect to Oxygen Transfer:
Oxidation is GAIN of oxygen Reduction is LOSS of oxygen
Oxidizing Agent: Facilitates the oxidation of another compound. Is itself reduced
Reducing Agent: Facilitates the reduction of another compound. Is itself oxidized
Electrochemical Cells
Galvanic Cell Electrolytic Cell
Reduction Potential: Quantifies the tendency for a species to gain e- and be reduced. More positive E red = greater tendency to be reduced.
Standard Reduction Potential: (^) 𝐸"#$^ °^. Calculated by comparison to the standard hydrogen electrode (SHE).
Standard Electromotive Force: 𝐸%#&&^ °^. The difference in standard reduction potential between the two half-cells.
Galvanic Cells: (^) +𝐸%#&&^ °
Electrolytic Cells: (^) - 𝐸%#&&^ °
Cell Potentials
Electromotive force and change in free energy always have OPPOSITE signs.
Type of Cell (^) 𝑬𝐜𝐞𝐥𝐥^ °^ D G °
Galvanic + -
Electrolytic - +
Concentration 0 0
Faraday constant (F): 96,485 C
1 C = (^) FE
Emf & Thermodynamics
Describes the relationship between the concentration of species in a solution under nonstandard conditions and the emf.
When K eq > 1, then +𝐸%#&&^ °
When K eq < 1, then -𝐸%#&&^ °
When K eq = 1, then 𝐸%#&&^ °^ = 0
𝐸%#&& = 𝐸%#&&^ °^ − G IHJ ln (𝑄)
𝐸%#&& = 𝐸%#&&^ °^ − K.KMNO I log (𝑄)
Nernst Equation
Anode: Always the site of oxidation. It attracts anions.
Cathode: Always the site of reduction. It attracts cations.
Red Cat = Reduction at the Cathode
e-^ Flow Anode ® Cathode
Current Flow: (^) Cathode ® Anode
Galvanic Cells: (Voltaic)
House spontaneous reactions. -DG, +Emf, +𝐸%#&&^ ° Anode = NEG, Cathode = POS
Electrolytic Cells: (^) House non-spont reactions. +DG, -Emf, -𝐸%#&&^ ° Anode = POS, Cathode = NEG
Concentration Cells:
Specialized form of galvanic cell in which both electrodes are made of the same material. It is the concentration gradient between the two solutions that causes mvmt of charge. Rechargeable Batteries:
Can experience charging (electrolytic) and discharging (galvanic) states.
Lead-Acid: Discharging: Pb anode, PbO 2 cathode in a concentrated sulfuric acid solution. Low energy density.
Ni-Cd: Discharging: Cd anode, NiO(OH) cathode in a concentrated KOH solution. Higher energy density than lead-acid batteries.
NiMH: More common than Ni-Cd because they have higher energy density.
Step 1: Find the parent chain, the longest carbon chain that contains the highest-priority functional group.
Step 2: Number the chain in such a way that the highest-priority functional group receives the lowest possible number.
Step 3: Name the substituents with a prefix. Multiples of the same type receive ( di -, tri -, tetra -, etc.). Step 4: Assign a number to each substituent depending on the carbon to which it is bonded.
Step 5: Alphabetize substituents and separate numbers from each other by commas and from words by hyphens.
IUPAC Naming Conventions
Alkane: Hydrocarbon with no double or triple bonds. Alkane = C)H(,)-,)
Naming: Alkanes are named according to the number of carbons present followed by the suffix – ane.
Alkene: Contains a double bond. Use suffix -ene.
Alkyne: Contains a triple bond. Use suffix –yne. Alcohol: Contains a –OH group. Use suffix –ol or prefix hydroxy-. Alcohols have higher priority than double or triple bonds.
Diol: Contains 2 hydroxyl groups. Geminal : If on same carbon Vicinal : If on adjacent carbons
Hydrocarbons and Alcohols
Aldehyde Ketone
Carbonyl Group: C=O. Aldehydes and ketones both have a carbonyl group. Aldehyde: Carbonyl group on terminal C.
Ketone: Carbonyl group on nonterminal C.
Aldehydes and Ketones
Carboxylic Acid
Carboxylic Acid: The highest priority functional group because it contains 3 bonds to oxygen.
Naming: Suffix –oic acid.
Ester Amide
Ester: Carboxylic Acid derivative where –OH is replaced with -OR.
Amide: Replace the –OH group of a carboxylic acid with an amino group that may or may not be substituted.
Carboxylic Acids & Derivatives
1 ° 2 ° 3 °
Alcohols:
Amines:
Primary, Secondary, and Tertiary
Structural Isomers
Chiral Center: Four different groups attached to a central carbon.
2 n^ Rule: 𝑛 = # of chiral centers # of stereoisomers = 23
Conformational Isomers
Anti Gauche Eclipsed
Cyclohexane Substituents:
Equatorial : In the plane of the molecule. Axial : Sticking up/down from the molecule’s plane.
Configurational Isomers
Enantiomers
Enantiomers: Nonsuperimposable mirror images. Opposite stereochemistry at every chiral carbon. Same chemical and physical properties, except for rotation of plane polarized light.
Optical Activity: The ability of a molecule to rotate plane-polarized light: d- or (+) = RIGHT, l- or (-) = LEFT. Racemic Mixture: (^) 50:50 mixture of two enantiomers. Not optically active because the rotations cancel out. Meso Compounds: Have an internal plane of symmetry, will also be optically inactive because the two sides of the molecule cancel each other out.
Diastereomers
Diastereomers: Stereoisomers that are NOT mirror image.
Cis-Trans: A subtype of diastereomers. They differ at some, but not all, chiral centers. Different chemical and physical properties.
Stereoisomers
Relative Configuration: Gives the stereochemistry of a compound in comparison to another compound. E.g. D and L.
Absolute Configuration: Gives the stereochemistry of a compound without having to compare to other compounds. E.g. S and R. Cahn-Ingold-Prelog Priority Rules:
Priority is given by looking at atoms connected to the chiral carbon or double-bonded carbons; whichever has the highest atomic # gets highest priority.
(Z) and (E) for Alkenes: ( Z ): Highest priority on same side. ( E ): Highest priority on opposite sides.
(R) and (S) for Stereocenters:
A stereocenter’s configuration is determined by putting the lowest priority group in the back and drawing a circle from group 1-2-3. ( R ): Clockwise ( S ): Counterclockwise
Fischer Projection: Vertical lines go to back of page (dashes); horizontal lines come out of the page (wedges).
Altering Fischer Projection:
Switching 1 pair of substituents inverts the stereochemistry; switching 2 pairs retains stereochemistry. Rotating entire diagram 90° inverts the stereochemistry; rotating 180° retains stereochemistry.
Relative & Absolute Configuration
Compounds with atoms connected in the same order but differing in 3D orientation.
Quantum Numbers: Describe the size, shape, orientation, and number of atomic orbitals in an element
Atomic Orbitals & Quantum Numbers
Bonding Orbitals: Created by head-to-head or tail-to-tail overlap of atomic orbitals of the same sign. ¯energy stable
Antibonding Orbitals: Created by head-to-head or tail-to-tail overlap of atomic orbitals of opposite signs. energy ¯stable
Single Bonds: (^) 1 s bond, contains 2 electrons
Double Bonds: 1 s + 1 p Pi bonds are created by sharing of electrons between two unhybridized p-orbitals that align side-by-side
Triple Bonds: 1 s + 2 p
Multiple bonds are less flexible than single bonds because rotation is not permitted in the presence of a p bond. Multiple bonds are shorter and stronger than single bonds, although individual p are weaker than s bonds
Molecular Orbitals
sp^3 : 25% s character and 75% p character Tetrahedral geometry with 109.5° bond angles
sp^2 : 33% s character and 67% p character Trigonal planar geometry with 120° bond angles
sp: 50% s character and 50% p character Linear geometry with 180° bond angles
Resonance: Describes the delocalization of electrons in molecules that have conjugated bonds
Conjugation: Occurs when single and multiple bonds alternate, creating a system of unhybridized p orbitals down the backbone of the molecule through which p electrons can delocalize
Hybridization
Quantum Number Name^ What it Labels^
Possible Values Notes
1, 2, 3, … Except for d-orbitals, the shell
periodic table
2 = d orbital 3 = f orbital 4 = g orbital
Maximum e-^ in terms of n = 2 n^2 Maximum e-^ in subshell = 4 l + 2
Lewis Acid: e-^ acceptor. Has vacant orbitals or + polarized atoms.
Lewis Base: e-^ donor. Has a lone pair of e-^ , are often anions.
Brønsted-Lowry Acid: Proton donor
Brønsted-Lowry Base: (^) Proton acceptor
Amphoteric Molecules:
Can act as either acids or bases, depending on reaction conditions.
K a: Acid dissociation constant. A measure of acidity. It is the equilibrium constant corresponding to the dissociation of an acid, HA, into a proton and its conjugate base.
p K a: An indicator of acid strength. p K a decreases down the periodic table and increases with EN. p𝐾# = −log (𝐾#)
a -carbon: A carbon adjacent to a carbonyl.
Acids and Bases
Oxidation Number: The charge an atom would have if all its bonds were completely ionic. Oxidation: Raises oxidation state. Assisted by oxidizing agents.
Oxidizing Agent: Accepts electrons and is reduced in the process.
Reduction: Lowers oxidation state. Assisted by reducing agents.
Reducing Agent: Donates electrons and is oxidized in the process.
REDOX Reactions
Nucleophiles: (^) “Nucleus-loving”. Contain lone pairs or p bonds. They have EN and often carry a NEG charge. Amino groups are common organic nucleophiles.
Nucleophilicity: A kinetic property. The nucleophile’s strength. Factors that affect nucleophilicity include charge, EN, steric hindrance, and the solvent.
Electrophiles: “Electron-loving”. Contain a + charge or are positively polarized. More positive compounds are more electrophilic.
Leaving Group: Molecular fragments that retain the electrons after heterolysis. The best LG can stabilize additional charge through resonance or induction. Weak bases make good LG.
SN1 Reactions: Unimolecular nucleophilic substitution. 2 steps. In the 1st step, the LG leaves, forming a carbocation. In the 2nd^ step, the nucleophile attacks the planar carbocation from either side, leading to a racemic mixture of products. Rate = 𝑘 [substrate] SN2 Reactions: Bimolecular nucleophilic substitution. 1 concerted step. The nucleophile attacks at the same time as the LG leaves. The nucleophile must perform a backside attack, which leads to inversion of stereochemistry. ( R ) and ( S ) is also changed if the nucleophile and LG have the same priority level. SN 2 prefers less-substituted carbons because steric hindrance inhibits the nucleophile from accessing the electrophilic substrate carbon. Rate = 𝑘 [nucleophile] [substrate]
Nucleophiles, Electrophiles and Leaving Groups
Both nucleophile-electrophile and REDOX reactions tend to act at the highest-priority (most oxidized) functional group. One can make use of steric hindrance properties to selectively target functional groups that might not primarily react, or to protect functional groups.
Chemoselectivity
Substrate Polar Protic Solvent
Polar Aprotic Solvent
Strong Small Base
Strong Bulky Base Methyl SN 2 SN 2 SN 2 SN 2
Primary SN 2 SN 2 SN 2 E
Secondary SN 1 / E1 SN 2 E2 E
Tertiary SN 1 / E1 SN 1 / E1 E2 E
Solvents
Polar Protic Polar Aprotic
Polar Protic solvents Acetic Acid, H 2 O, ROH, NH 3
Polar Aprotic solvents DMF, DMSO, Acetone, Ethyl Acetate
Alcohols: Have the general form ROH and are named with the suffix – ol. If they are NOT the highest priority, they are given the prefix hydroxy -
Phenols: Benzene ring with –OH groups attached. Named for the relative position of the –OH groups:
ortho meta para
Description & Properties
Quinones: Synthesized through oxidation of phenols. Quinones are resonance-stabilized electrophiles. Vitamin K 1 ( phylloquinone ) and Vitamin K 2 (the menaquinones ) are examples of biochemically relevant quinones
Quinone
Hydroxyquinones: Produced by oxidation of quinones, adding a variable number of hydroxyl gruops
Ubiquinone: Also called coenzyme Q. Another biologically active quinone that acts as an electron acceptor in Complexes I, II, and III of the electron transport chain. It is reduced to ubiquinol
Reactions of Phenols
Primary Alcohols:
Can be oxidized to aldehydes only by pyridinium chlorochromate (PCC); they will be oxidized all the way to carboxylic acids by any stronger oxidizing agents
Secondary Alcohols:
Can be oxidized to ketones by any common oxidizing agent
Alcohols can be converted to mesylates or tosylates to make them better leaving groups for nucleophilic substitution reactions Mesylates: Contain the functional group –SO 3 CH 3
Tosylates: Contain the functional group –SO 3 C 6 H 4 CH 3
Mesylate Tosylate
Aldehydes or ketones can be protected by converting them into acetals or ketals Acetal: (^) A 1° carbon with two –OR groups and an H atom
Ketal: A 2° carbon with two –OR groups
Acetal Ketal
Deprotection: The process of converting an acetal or ketal back to a carbonyl by catalytic acid
Reactions of Alcohols
Aldehydes: Are terminal functional groups containing a carbonyl bonded to at least one hydrogen. Nomenclature: suffix –al. In rings, they are indicated by the suffix –carbaldehyde.
Ketones: Internal functional groups containing a carbonyl bonded to two alkyl chains. In nomenclature, they use the suffix –one and the prefix oxo- or keto-.
Carbonyl: A carbon-oxygen double bond. The reactivity of a carbonyl is dictated by the polarity of the double bond. The carbon has a d+^ so it is electrophilic. Carbonyl containing compounds have a BP than equivalent alkanes due to dipole interactions. Alcohols have BP than carbonyls due to hydrogen bonding.
Oxidation: Aldehydes and ketones are commonly produced by oxidation of primary and secondary alcohols, respectively. Weaker, anhydrous oxidizing agents like pyridinium chlorochromate (PCC) must be used for synthesizing aldehydes, or the reaction will continue oxidizing to a carboxylic acid.
1 ° Alcohol Aldehyde
Description and Properties
When a nucleophile attacks and forms a bond with a carbonyl carbon, electrons in the p bond are pushed to the oxygen atom. If there is no good leaving group (aldehydes and ketones), the carbonyl will remain open and is protonated to form an alcohol. If there is a good leaving group (carboxylic acid and derivatives), the carbonyl will reform and kick off the leaving group.
Hydration Rxns: Water adds to a carbonyl, forming a geminal diol.
Aldehyde or Gem -diol Ketone
Aldehyde + Alcohol: When one equivalent of alcohol reacts with an aldehyde, a hemiacetal is formed. When the same rxn occurs with a ketone, a hemiketal is formed.
When another equivalent of alcohol reacts with a hemiacetal (via nucleophilic substitution), an acetal is formed. When the same reaction occurs with a hemiketal, a ketal is formed.
Nitrogen + Carbonyl: (^) Nitrogen and nitrogen derivatives react with carbonyls to form imines , oximes, hydrazones, and semicarbazones. Imines can tautomerize to form enamines.
1 ° Amine Aldehyde or Imine Ketone
Imine Enamine HCN + Carbonyl: Hydrogen cyanide reacts with carbonyls to form cyanohydrins.
Nucleophilic Addition Reactions
Aldehydes: Aldehydes can be oxidized to carboxylic acids using an oxidizing agent like KMnO 4 , CrO 3 , Ag 2 O, or H 2 O 2. They can be reduced to primary alcohols via hydride reagents (LiAlH 4 , NaBH 4 ). Ketones: Ketones cannot be further oxidized , but can be reduced to secondary alcohols using the same hydride reagents.
Oxidation-Reduction Reactions
Oxidizing Agent Reactant Product
Aldehyde
2 ° alcohol Ketone
1 ° alcohol Carboxylic Acid
2 ° alcohol Ketone Reducing Agent Reactant Product
Aldehydes / Ketones 1 ° alcohol 2 ° alcohol
Aldehydes Ketones
Carboxylic Acid Ester
1 ° alcohol 2 ° alcohol
1 ° alcohol 2 ° alcohol
Common Oxidizing / Reducing Agents
a -carbon: The carbon adjacent to the carbonyl is the a-carbon. The hydrogens attached to the a-carbon are the a -hydrogens.
a -hydrogens: Relatively acidic and can be removed by a strong base. The e-^ withdrawing O of the carbonyl weakens the C-H bonds on a-hydrogens. The enolate resulting from deprotonation can be stabilized by resonance with the carbonyl. Ketones: Ketones are less reactive toward nucleophiles because of steric hindrance and a-carbanion de-stabilization. The presence of an additional alkyl group crowds the transition step and increases energy. The alkyl group also donates e- density to the carbanion, making it less stable.
General Principles
Starts with an aldol addition to create an aldol and create a new C-C bond
Then it undergoes a dehydration to give a conjugated enone (α,β- unsaturated carbonyl) Aldol: Contains both aldehyde and an alcohol. “Ald – ol”
Aldol Nucleophile:
The nucleophile is the enolate formed from the deprotonation of the a-carbon.
Aldol Electrophile:
The electrophile is the aldehyde or ketone in the form of the keto tautomer.
Dehydration: After the aldol is formed, a dehydration reaction (loss of water molecule) occurs. This results in an a,b- unsaturated carbonyl.
Retro-Aldol Reactions:
Reverse of aldol reactions. Catalyzed by heat and base. Bond between a- and b-carbon is cleaved.
Aldol Condensation
Keto / Enol: Aldehydes and ketones exist in both keto form (more common) and enol form (less common).
Tautomers: Isomers that can be interconverted by moving a hydrogen and a double bond. Keto / Enol are tautomers.
Michael Addition: (^) An enolate attacks an a,b-unsaturated carbonyl, creating a bond.
Kinetic Enolate: Favored by fast, irreversible reactions at LOW TEMP, with strong, sterically hindered bases.
Thermodynamic Enolate:
Favored by slower, reversible reactions at HIGH TEMP with weaker, smaller bases.
Enamines: Tautomers of imines. Like enols, enamines are the less common tautomer.
Enolate Chemistry
Amide Synthesis
Carboxylic acids contain a carbonyl and a hydroxyl group connected to the same carbon. They are always terminal groups.
Nomenclature: Suffix – oic acid. Salts are named with the suffix – oate , and dicarboxylic acids are –dioic acids
Physical Properties:
Carboxylic acids are polar and hydrogen bond well, resulting in high BP. They often exist as dimers in solution. Acidity: The acidity of a carb acid is enhanced by the resonance between its oxygen atoms. The acidity can be further enhanced by substituents that are electron-withdrawing, and decreased by substituents that are electron-donating
b -dicarboxylic Acids:
Like other 1,3-dicarbonyl compounds, they have an a- hydrogen that is also highly acidic
a-proton is the most acidic due to resonance
Description and Properties
Oxidation: (^) Carboxylic acids can be made by the oxidation of 1° alcohols or aldehydes or the oxidation of 1° or 2° alkyl groups using an oxidizing agent like KMnO 4 , Na 2 Cr 2 O 7 , K 2 Cr 2 O 7 , or CrO 3.
Nucleophilic Acyl Substitution:
A common reaction in carboxylic acids. Nucleophile attacks the electrophilic carbonyl carbon, opening the carbonyl and forming a tetrahedral intermediate. The carbonyl reforms, kicking off the L.G. Nucleophiles: Ammonia / Amine : Forms an amide. Amides are given the suffix –amide. Cyclic amides are called lactams. Alcohol : Forms an ester. Esters are given the suffix – oate. Cyclic esters are called lactones. Carboxylic Acid : Forms an anhydride. Both linear and cyclic anhydrides are given the suffix anyhydride.
Reduction: (^) Carboxylic acids can be reduced to a 1° alcohol with a strong reducing agent like LiAlH4. Aldehyde intermediates are formed, but are also reduced to 1° alcohols. NaBH 4 is not strong enough to reduce a carboxylic acid
Decarboxylation: b-dicarboxylic acids and other b-keto acids can undergo spontaneous decarboxylation when heated, losing a carbon as CO 2. This reaction proceeds via a six-membered cyclic intermediate
Saponification: Mixing long-chain carboxylic acids (fatty acids) with a strong base results in the formation of a salt we call soap. Soaps contain a hydrophilic carboxylate head and hydrophobic alkyl chain tail. They organize in hydrophilic environments to form micelles. A micelle dissolves nonpolar organic molecules in its interior, and can be solvated with water due to its exterior shell of hydrophilic groups.
Micelle : Polar heads, non-polar tails. The non-polar tails dissolve non-polar molecules such as grease
Reactions of Carboxylic Acids
Nucleophilic Acyl Substitution
Ester Synthesis
Anhydride Synthesis
Carboxylic Acid Synthesis via Oxidation
Reduction of Carboxylic Acid Yields a 1 ° Alcohol
Acid Halide Synthesis
Amides: The condensation product of carboxylic acid and ammonia or an amine. Amides are given the suffix –amide. The alkyl groups on a substituted amide are written at the beginning of the name with the prefix N-. Cyclic amides are called lactams , named with the Greek letter of the carbon forming the bond with the N.
N,N-Dimethylpropanamide b-Lactam
Esters: The condensation products of carboxylic acids with alcohols, i.e., a Fischer Esterification. Esters are given the suffix –oate. The esterifying group is written as a substituent, without a number. Cyclic esters are called lactones , named by the number of carbons in the ring and the Greek letter of the carbon forming the bond with the oxygen. Triacylglycerols include three ester bonds between glycerol and fatty acids.
Isopropyl butanoate b-Propiolactone
Anhydrides: The condensation dimers of carboxylic acids. Symmetric anhydrides are named for the parent carb acid, followed by anhydride. Asymmetric anhydrides are named by listing the parent carb acids alphabetically, followed by anhydride. Some cyclic anhydrides can be synthesized by heating dioic acids. Five- or six-membered rings are generally stable.
Ethanoic Ethanoic anhydride Succinic anhydride propanoic anhydride
Amides, Esters, and Anhydrides
In Nu-^ substitution reactions, reactivity is: acid chloride > anhydrides > esters > amides > carboxylate
Steric Hindrance: Describes when a reaction cannot proceed (or significantly slows) because substituents crowd the reactive site. Protecting groups , such as acetals, can be used to increase steric hindrance or otherwise decrease the reactivity of a particular portion of a molecule
Induction: (^) Refers to uneven distribution of charge across a s bond because of differences in EN. The more EN groups in a carbonyl-containing compound, the greater its reactivity Conjugation: Refers to the presence of alternating single and multiple bonds, which creates delocalized p electron clouds above and below the plane of the molecule. Electrons experience resonance through the unhybridized p-orbitals, increasing stability. Conjugated carbonyl-containing compounds are more reactive because they can stabilize their transition states.
Conjugation in Benzene Ring Strain: Increased strain in a molecule can make it more reactive. b-lactams are prone to hydrolysis because they have significant ring strain. Ring strain is due to torsional strain from eclipsing interactions and angle strain from compression bond angles below 109.5°
Reactivity Principles
All carboxylic acid derivatives can undergo nucleophilic substitution reactions. The rates at which they do so is determined by their relative reactivities. Cleavage: Anhydrides can be cleaved by the addition of a nucleophile. Addition of ammonia or an amine results in an amide and a carboxylic acid. Addition of an alcohol results in an ester and a carboxylic acid. Addition of water results in two carboxylic acids.
Transesterification: The exchange of one esterifying group for another on an ester. The attacking nucleophile is an alcohol.
Amides: Can be hydrolyzed to carboxylic acids under strongly acidic or basic conditions. The attacking nucleophile is water or the hydroxide anion.
Fischer Esterification^ Nucleophilic Acyl Substitution Reactions
Synthesis of an Anhydride via Carboxylic Acid Condensation
Amino Acid: The a-carbon of an amino acid is attached to four groups: an amino group, a carboxyl group, a hydrogen atom, and an R group. It is chiral in all amino acids except glycine.
All amino acids in eukaryotes are L-amino acids. They all have (S) stereochemistry except cysteine , which is (R).
Amphoteric: Amino acids are amphoteric, meaning they can act as acids or bases. Amino acids get their acidic characteristics from carboxylic acids and their basic characteristics from amino groups. In neutral solution, amino acids tend to exist as zwitterions (dipolar ions).
Aliphatic: Non-aromatic. Side chain contains only C and H. Gly, Ala, Val, Leu, Ile, Pro. Met can also be considered aliphatic. Peptide Bonds : Form by condensation reactions and can be cleaved hydrolytically. Resonance of peptide bonds restricts motion about the C-N bond, which takes on partial double bond character. A strong acid or base is needed to cleave a peptide bond. Formed when the N-terminus of an AA nucleophilically attacks the C-terminus of another AA.
Polypeptides: Made up of multiple amino acids linked by peptide bonds. Proteins are large, folded, functional polypeptides.
Amino Acids, Peptides, and Proteins
Biologically, amino acids are synthesized in many ways. In the lab, certain standardized mechanisms are used.
Strecker Synthesis:
Generates an amino acid from an aldehyde. An aldeyhyde is mixed with ammonium chloride (NH 4 Cl) and potassium cyanide. The ammonia attacks the carbonyl carbon, generating an imine. The imine is then attacked by the cyanide, generating an aminonitrile. The aminonitrile is hydrolyzed by two equivalents of water, generating an amino acid.
Gabriel Synthesis: Generates an amino acid from potassium phthalimide, diethyl bromomalonate, and an alkyl halide. Phthalimide attacks the diethyl bromomalonate, generating a phthalimidomalonic ester. The phthalimidomalonic ester attacks an alkyl halide, adding an alkyl group to the ester. The product is hydrolyzed, creating phthalic acid (with two carboxyl groups) and converting the esters into carboxylic acids. One carboxylic acid of the resulting 1,3-dicarbonyl is removed by decarboxylation.
Synthesis of a-Amino Acids
Phosphoric Acid: Sometimes referred to as a phosphate group or inorganic phosphate , denoted Pi. At physiological pH, inorganic phosphate includes molecules of both hydrogen phosphate (HPO 4 2-) and dihydrogen phosphate (H 2 PO 4 -^ ). Phosphoric Acid Structure:
Contains 3 hydrogens, each with a unique p K a. The wide variety in p K a values allows phosphoric acid to act as a buffer over a large range of pH values.
Phosphodiester Bonds:
Phosphorus is found in the backbone of DNA, which uses phosphodiester bonds. In forming these bonds, a pyrophosphate ( PPi , P 2 O 7 4-) is released. Pyrophosphate can then be hydrolyzed to two inorganic phosphates. Phosphate bonds are high energy because of large negative charges in adjacent phosphate groups and resonance stabilization of phosphates.
Organic Phosphates:
Carbon containing compounds that also have phosphate groups. The most notable examples are nucleotide triphosphates (such as ATP or GTP) and DNA.
Phosphorus-Containing Compounds
Gabriel Synthesis of an Amino Acid
Strecker Synthesis of an Amino Acid