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Book
Schaum's Outline of College Chemistry, 10th Edition

by Jerome L. Rosenberg, Lawrence M. Epstein, Peter J. Krieger

More than 40 million students have trusted Schaum's to help them succeed in the classroom and on exams. Schaum's is the key to faster learning and higher grades in every subject. Each Outline presents all the essential course information in an easy-to-follow, topic-by-topic format. You also get hundreds of examples, solved problems, and practice exercises to test your skills. This Schaum's Outline gives you: 1,340 fully solved problems; clear, concise explanations of all college chemistry concepts; and support for all the major textbooks for college chemistry courses.

Book
Schaum's Outline of Organic Chemistry, 6th Edition

by Herbert Meislich, Howard Nechamkin, Jacob Sharefkin, George J. Hademenos

Tough Test Questions? Missed Lectures? Not Enough Time?

Fortunately, there's Schaum's!

More than 40 million students have trusted Schaum's to help them succeed in the classroom and on exams. Schaum's Is the key to faster learning and higher grades in every subject. Each Outline presents all the essential course information in an easy-to-follow, topic-by-topic format. You also get hundreds of examples, solved problems, and practice exercises to test your skills.

This Schaum's Outline gives you:

• 1,806 fully-solved problems to reinforce knowledge

• First-order, second-order, and nth-order equations

• Concise explanations of all differential equations concepts

• Support for all the major textbooks for Differential Equations courses

Access to revised SCHAUMS.COM website with problem-solving videos and more.

Schaum's reinforces the main concepts required in your course and offers hundreds of practice questions to help you succeed. Use Schaum's to shorten your study time and get your best test scores!

Book Chapter
17. Acids and Bases

17. Acids and Bases

17.1.1. Arrhenius concept

According to the classical definition as formulated by Arrhenius, an acid is a substance that can yield H+ in aqueous solution. Strong acids are those that ionize completely in water, such as HClO4 and HNO3. These acids ionize by means of

e0277-01

Weak acids are those that do not ionize completely and the dissociation of these acids provides us with an equilibrium reaction. A couple of examples are HC2H3O2 and HNO2.

e0277-02

An equilibrium constant can be calculated. Since the substance on the left of the written reaction is an acid and is behaving as one by releasing H+, the equilibrium constant is given a special symbol, Ka. For acetic acid, the Ka is calculated by

e0277-03

(17-1)

Note that the Ka expression is set up in the same way as the K's in Chapter 16: Ka is the product of the products divided by the product of the reactants, as in (17-1) above. As with any K, pure solids and liquids (including liquid water, the solvent, in these solutions) are not included in the K expression.

Bases are those substances that ionize in water to release OH ions. NaOH is a strong base, ionizing completely in water to yield Na+ and OH ions. However, even those hydroxide bases that do not dissolve well, such as Ca(OH)2, do ionize completely to the extent they dissolve. A weak base is one that does not ionize completely. As with the acids, a K expression can be calculated, and that expression is referred to as Kb (the K for a base, as in (17-4) below).

An interesting situation that may occur when ammonia, NH3, dissolves in water is that hydroxide ions, OH, appear in the solution and the concentration is measurable. The implication is that NH4OH forms, then ionizes to yield ammonium and hydroxide ions. This is logical, but NH4OH has not been detected in aqueous solution. Since the OH concentration is only a few percent of the ammonia concentration, NH3 is considered a weak base.

17.1.2. Brönsted-Lowry concept

The Brönsted-Lowry definition of an acid takes into account the nature of the solvent. Although water does not ionize well, it does ionize to a small extent. The result is the appearance of H+ and OH ions in an equilibrium equation, which is

e0278-01

A point of this reaction is the release of H+ ions—the Brönsted-Lowry approach considers this the appearance of a proton from the acid. A Brönsted-Lowry acid is a proton donor. Note that the hydrogen ion is a proton, hydrogen's nucleus without the electron found in the atom. Then, a Brönsted-Lowry acid must contain a hydrogen. Of course, if the solvent were not to be water, this statement may not work because the cation released could be other than the hydrogen ion, but there might be other ions performing the same service (liquid ammonia autoionizes, Problem 17.3).

The base in the Brönsted-Lowry concept is any substance that can accept the proton; it can even be the solvent. A Brönsted-Lowry base has an electron pair (a lone pair) that will accept the proton. The point that needs to be stressed here is that the proton is involved in both the definition of an acid (donates a proton) and a base (accepts a proton).

The Brönsted-Lowry concept looks at the equilibrium reaction and ties the acid on the left to a base on the right, called a conjugate acid-base pair or, more simply, a conjugate pair. Suppose we were to consider an acid reacting with a compound in equilibrium with the acid's anion and the products, as

e0278-02

(17-2)

The conjugate pair would contain the acid, HA, on the left and A on the right (bold participants). A is the result of acid's loss of its proton (H+). This relationship can be read as “A is the conjugate base of the acid, HA.” A is a base, because in the reverse reaction (reading from right to left), it will accept a proton (H+) and become the starting compound, HA.

B is a base, because it will accept the proton, whereas BH+ is an acid. BH+ is an acid because, if the reaction is read from right to left, it will give up the proton (H+). So, the relationship can be read as “B is the conjugate base of the acid, BH+.”

Note that HA and B are not necessarily neutral. They could be ions that are capable of acting as an acid or a base. This is one of the features of the Brönsted-Lowry concept that broadens the definitions of acids and bases over the Arrhenius concept—there are many more substances that can behave as acids or bases. Further, we can write the reaction including the solvent, water in this case, and the associated Ka.

e0278-03

(17-3)

Notice that water is not included in the Ka; it is a pure liquid and is omitted, as discussed in Chapter 16.

In a way similar to (17-3), we can write the ionization of the weak base, ammonia, and its Kb.

e0278-04

(17-4)

Water can act as either an acid or a base, depending on the circumstances. This ability to act as either an acid or a base is referred to by stating that water is amphoteric. Water serves as a base in (17-3) and as an acid in (17-4). Note that the bare H+ (a proton) becomes the hydronium ion, H3O+, which is a hydrated proton (H3O+ is H+ + H2O) because the bare proton does not really exist in solution. When we write the equilibrium constant expression for an aqueous equilibrium, we can use either the hydrogen ion, H+, or the hydrated form, H3O+. Although the proton is hydrated in aqueous solution (as is the hydroxide), the use of H+ and H3O+ is up to the style of the person working the problem and the problem itself. More often than not, leaving out water on both sides of the equation is used to keep the solutions to the problems visually simple. So long as water is in its standard state (liquid), it is not included in the K expression and, therefore, not necessary in the chemical equation.

The strengths of acids can be compared in terms of their Ka's; the stronger the acid, the larger its Ka. This statement also applies to bases and their Kb's—the larger the Kb, the stronger the base. Also, the strengths of acids and bases are due to the magnitude of their respective K's in solvents other than water. For instance, HNO3 is a strong acid in water and it is a weak acid in ethanol solvent—a Ka can be determined that is much smaller than that in water.

17.1.3. Lewis concept

Acids and bases, according to the Lewis concept, present an even more general picture than the two previous concepts. The Lewis acid is a structure which has an affinity for electron pairs—it can accept a share in a pair of electrons. A Lewis base is the structure that provides the electron pair. Notice the use of the word structure; this means that the Lewis acid or base does not necessarily have to be a compound. As a matter of fact, parts of a compound can function within the Lewis concept. An example of part of a compound acting is the amino group, —NH2, which is included as the “amino” part of amino acids. There is an unshared pair of electrons on the nitrogen which can be shared, making the amino group a base. Additionally, by the definition, the hydrogen ion is the acid, not the acetic acid molecule.

f0279-01

Some other possible Lewis acids can be transition-metal ions, which can react with ligands (bases) to form complexes. Other substances that are short electrons are like BF3, which can react with a base like NH3 to form a compound, as below:

f0279-02

Book Chapter
13. Alcohols and Thiols

13. Alcohols and Thiols

ROH is an alcohol, and ArOH is a phenol (Chapter 19). Some alcohols have common names, usually made up of the name of the alkyl group attached to the OH and the word “alcohol,” for example, ethyl alcohol, C2H5OH. More generally, the IUPAC method is used, in which the suffix -ol replaces the -e of the alkane to indicate the OH. The longest chain with the OH group is used as the parent, and the C bonded to the OH is called the carbinol carbon.

Problem 13.1 Give a common name for each of the following alcohols and classify them as 1°, 2°, or 3°:

  1. CH3CH2CH2OH

  2. ch13_EQN-01

  3. ch13_EQN-01a

  4. ch13_EQN-01b

  5. ch13_EQN-01c

  6. ch13_EQN-01d

  7. C6H5CH2OH

(a) n-propyl alcohol, 1°; (b) sec-butyl alcohol, 2°; (c) isobutyl alcohol, 1°; (d) t-butyl alcohol, 3°; (e) isopropyl alcohol, 2°; (f) neopentyl alcohol, 1°; (g) benzyl alcohol, 1°.

Problem 13.2 Name the following alcohols by the IUPAC method:

  1. ch13_EQN-02

  2. ch13_EQN-02a

  3. ch13_EQN-02b

  4. ch13_EQN-02c

  5. ch13_EQN-02d

  1. 3-Ethyl-3-hexanol

  2. 3-Buten-2-ol

  3. 2,2-Dichloroethanol

  4. 3-Phenyl-3-hexanol

  5. cis-2-Bromocyclohexanol

Note that, in IUPAC, the OH is given a lower number than ch13_EQN-candc or Cl.

Problem 13.3 Explain why (a) propanol boils at a higher temperature than the corresponding hydrocarbon; (b) propanol, unlike propane or butane, is soluble in H2O; (c) n-hexanol is not soluble in H2O; (d) dimethyl ether (CH3OCH3) and ethyl alcohol (CH3CH2OH) have the same molecular weight, yet dimethyl ether has a lower boiling point (−24°C) than ethyl alcohol (78°C).

  1. Propanol can H-bond intermolecularly. ch13_EQN-2A There is also a less important dipole-dipole interaction.

  2. Propanol can H-bond with H2O. ch13_EQN-2B

  3. As the R group becomes larger, ROH resembles the hydrocarbon more closely. There is little H-bonding between H2O and n-hexanol. When the ratio of C to OH is more than 4, alcohols have little solubility in water.

  4. The ether CH3OCH3 has no H on O and cannot H-bond; only the weaker dipole-dipole interaction exists.

Problem 13.4 The ir spectra of trans- and cis-1,2-cyclopentanediol show a broad band in the region 3450–3570 cm−1. On dilution with CCl4, this band of the cis isomer remains unchanged, but the band of the trans isomer shifts to a higher frequency and becomes sharper. Account for this difference in behavior.

The OH’s of the cis isomer participate in intramolecular H-bonding, Fig. 13.1(a), which is not affected by dilution. In the trans isomer, the H-bonding is intermolecular, Fig. 13.1(b), and dilution breaks these bonds, causing disappearance of the broad band and its replacement by a sharp OH band at higher frequency.

Figure 13.1  
ch13_Fig-13-01

Book Chapter
4. Alkanes

4. Alkanes

Alkanes are open-chain (acyclic) hydrocarbons constituting the homologous series with the general formula CnH2n+2, where n is an integer. They have only single bonds and therefore are said to be saturated.

Problem 4.1 (a) Use the superscripts 1, 2, 3, and so on to indicate the different kinds of equivalent H atoms in propane, CH3CH2CH3. (b) Replace one of each kind of H by a CH3 group. (c) How many isomers of butane, C4H10, exist?

  1. 04image01

  2. 04image02

  3. Two: n-butane and isobutane.

Problem 4.2 (a) Use the superscripts 1, 2, 3, 4, and so on, to indicate the different kinds of equivalent H's in (1) n-butane and (2) isobutane. (b) Replace one of each kind of H in the two butanes by a CH3. (c) Give the number of isomers of pentane, C5H12.

    1. 04image03

    2. 04image04

  1. ch04EQN-05

  2. Three: n-pentane, isopentane, and neopentane.

Sigma-bonded C's can rotate about the C—C bond, and hence, a chain of singly bonded C's can be arranged in any zigzag shape (conformation). Two such arrangements, for four consecutive C's, are shown in Fig. 4.1. Since these conformations cannot be isolated, they are not isomers.

Figure 4.1  
Fig_4-1

The two extreme conformations of ethane—called eclipsed [Fig. 4.2(a)] and staggered [Fig. 4.2(b)]—are shown in the "wedge" and Newman projections. With the Newman projection, we sight along the C—C bond, so that the back C is hidden by the front C. The circle aids in distinguishing the bonds on the front C (touching at the center of the circle) from those on the back C (drawn to the circumference of the circle). In the eclipsed conformation, the bonds on the back C are, for visibility, slightly offset from a truly eclipsed view. The angle between a given C—H bond on the front C and the closest C—H bond on the back C is called the dihedral (torsional) angle (θ). The θ values for the closest pairs of C—H bonds in the eclipsed and staggered conformations are 0° and 60°, respectively. All intermediate conformations are called skew; their θ values lie between 0° and 60° (see Fig. 4.2).

Figure 4.2  
Fig_4-2

Figure 4.3 traces the energies of the conformations when one CH3 of ethane is rotated 360°.

Figure 4.3  
Fig_4-3

Problem 4.3 (a) Are the staggered and eclipsed conformations the only ones possible for ethane? (b) Indicate the preferential conformation of ethane molecules at room temperature. (c) What conformational changes occur as the temperature rises? (d) Is the rotation about the σ C—C bond, as in ethane, really "free"?

  1. No. There is an infinite number with energies between those of the staggered and eclipsed conformations. For simplicity, we are concerned only with conformations at minimum and maximum energies.

  2. The staggered form has the minimal energy and hence is the preferred conformation.

  3. The concentration of eclipsed conformations increases.

  4. There is an energy barrier of 12 kJ/mol (enthalpy of activation) for one staggered conformation to pass through the eclipsed conformation to give another staggered conformation. Therefore, rotation about the sigma C—C bond in ethane is somewhat restricted rather than "free."

Problem 4.4 How many distinct compounds do the following structural formulas represent?

  1. 04image05

  2. 04image06

  3. 04image07

  4. 04image08

  5. 04image09

  6. 04image10

Two. (a), (b), (c), (e), and (f) are conformations of the same compound. This becomes obvious when the longest chain of carbons, in this case six, is written in a linear fashion. (d) represents a different compound.

Problem 4.5 (a) Which of the following compounds can exist in different conformations? (1) hydrogen peroxide, HOOH; (2) ammonia, NH3; (3) hydroxylamine, H2NOH; (4) methyl alcohol, H3COH. (b) Draw two structural formulas for each compound in (a) possessing conformations.

  1. A compound must have a sequence of at least three consecutive single bonds, with no π bonds, in order to exist in different conformations. (1), (3), and (4) have such a sequence. In (2):

    ch04EQN-09

    the three single bonds are not consecutive.

  2. ch04EQN-10

The first-drawn structure in each case is the eclipsed conformation; the second one is staggered.

Problem 4.6 Explain the fact that the calculated entropy for ethane is much greater than the experimentally determined value.

The calculated value incorrectly assumes unrestricted free rotation so that all conformations are equally probable. Since most molecules of ethane have the staggered conformation, the structural randomness is less than calculated, and the actual observed entropy is less. This discrepancy led to the concept of conformations with different energies.

Figure 4.4 shows extreme conformations of n-butane. The two eclipsed conformations, I and II, are least stable. The totally eclipsed structure I, having eclipsed CH3's, has a higher energy than II, in which CH3 eclipses H. Since the other three conformations are staggered, they are at energy minima and are the stable conformations (conformers) of butane. The anti conformer, having the CH3's farthest apart, has the lowest energy, is the most stable, and constitutes the most numerous form of butane molecules. In the two, higher-energy, staggered, gauche conformers the CH3's are closer than they are in the more stable anti form.

Figure 4.4  
Fig_4-4

Problem 4.7 Give two factors that account for the resistance to rotation through the high-energy eclipsed conformation.

Torsional strain arises from repulsion between the bonding pairs of electrons, which is greater in the eclipsed form because the electrons are closer. Steric strain arises from the proximity and bulkiness of the bonded atoms or group of atoms. This strain is greater in the eclipsed form because the groups are closer. The larger the atom or group, the greater the steric strain.

Problem 4.8 How does the relative population of an eclipsed and a staggered conformation depend on the energy difference between them?

The greater the energy difference, the more the population of the staggered conformer exceeds that of the eclipsed.

Problem 4.9 Draw a graph of potential energy plotted against angle of rotation for conformations of (a) 2,3- dimethylbutane, (b) 2-methylbutane. Point out the factors responsible for energy differences.

Start with the conformer having a pair of CH3's anti. Write the conformations resulting from successive rotations about the central bond of 60°.

  1. As shown in Fig. 4.5(a), structure IV has each pair of CH3's eclipsed and has the highest energy. Structures II and VI have the next highest energy; they have only one pair of eclipsed CH3's. The stable conformers at energy minima are I, III, and V. Structure I has both pairs of CH3 groups anti and has the lowest energy. Structures III and V have one pair of CH3's anti and one pair gauche.

    Figure 4.5  
    Fig_4-5
  2. As shown in Fig. 4.5(b), the conformations in decreasing order of energy are:

    1. IX and XI; have eclipsing CH3's.

    2. XIII; CH3 and H eclipsing.

    3. X; CH3's are all gauche.

    4. VIII and XII; have a pair of anti CH3's.

Book Chapter
6. Alkenes

6. Alkenes

Alkenes (olefins) contain the functional group

ch06_EQN-01

and have the general formula CnH2n. These unsaturated hydrocarbons are isomeric with the saturated cycloalkanes.

ch06_EQN-02

In the IUPAC system, the longest continuous chain of C’s containing the double bond is assigned the name of the corresponding alkane, with the suffix changed from -ane to -ene. The chain is numbered so that the position of the double bond is designated by assigning the lowest possible number to the first doubly bonded C.

A few important unsaturated groups that have trivial names are: ch06_EQN-02a

ch06_EQN-03

(Allyl), and ch06_EQN-03a (Propenyl).

Problem 6.1 Write structural formulas for (a) 3-bromo-2-pentene, (b) 2,4-dimethyl-3-hexene, (c) 2,4,4-trimethyl-2-pentene, (d) 3-ethylcyclohexene.

  1. ch06_EQN-04a

  2. ch06_EQN-04b

  3. ch06_EQN-04c

  4. ch06_EQN-04d

Problem 6.2 Supply the structural formula and IUPAC name for (a) trichloroethylene, (b) sec-butylethylene, (c) sym-divinylethylene.

Alkenes are also named as derivatives of ethylene. The ethylene unit is shown in a box.

  1. ch06_EQN-05a

  2. ch06_EQN-05b

  3. ch06_EQN-05c

Book Chapter
7. Alkyl Halides

7. Alkyl Halides

Alkyl halides have the general formula RX, where R is an alkyl or substituted alkyl group and X is any halogen atom (F, Cl, Br, or I).

Problem 7.1 Write structural formulas and IUPAC names for all isomers of: (a) C5H11Br, and classify the isomers as to whether they are tertiary (3°), secondary (2°), or primary (1°); and (b) C4H8Cl2, and classify the isomers that are gem-dichlorides and vic-dichlorides.

Take each isomer of the parent hydrocarbon and replace one of each type of equivalent H by X. The correct IUPAC name is written to avoid duplication.

  1. The parent hydrocarbons are the isomeric pentanes. From pentane, CH3CH2CH2CH2CH3, we get three monobromo products, shown with their classification.

    ch07_EQN-01

    Classification is based on the structural features: RCH2Br is 1°, R2CHBr is 2°, and R3CBr is 3°.

    From isopentane, (CH3)2CHCH2CH3, we get four isomers:

    ch07_EQN-02

    ch07_pn118_inline-ufig01 is also 1-bromo-2-methylbutane; the two CH3’s on C2 are equivalent.

    Neopentane has 12 equivalent H’s and has only one monobromo substitution product: (CH3)3CCH2Br(1°), 1-bromo-2,2-dimethylpropane.

  2. For the dichlorobutanes, the two Cl’s are first placed on one C of the straight chain. These are geminal or gem-dichlorides.

    ch07_EQN-03

Then the Cl’s are placed on different C’s. The isomers with the Cl’s on adjacent C’s are vicinal or vic-dichlorides.

ch07_EQN-04

Problem 7.2 Compare and account for differences in the (a) dipole moment, (b) boiling point, (c) density, and (d) solubility in water of an alkyl halide RX and its parent alkane RH.

(a) RX has a larger dipole moment because the C—X bond is polar. (b) RX has a higher boiling point, since it has a larger molecular weight and also is more polar. (c) RX is more dense, since it has a heavy X atom; the order of decreasing density is RI > RBr > RCl > RF. (d) RX, like RH, is insoluble in H2O, but RX is somewhat more soluble because some H-bonding can occur:

ch07_EQN-05

This effect is greatest for RF.

Book Chapter
8. Alkynes and Dienes

8. Alkynes and Dienes

Nomenclature and Structure

Alkynes or acetylenes (CnH2n2) have a ch08_inline-ufig1 and are isomeric with alkadienes, which have two double bonds. In IUPAC, ch08_inline-ufig2 is indicated by the suffix -yne.

Acetylene, C2H2, is a linear molecule in which each C uses two sp HO's to form two σ bonds with a 180° angle. The unhybridized p orbitals form two π bonds.

Problem 8.1 Name the structures below by the IUPAC system:

  1. ch08_pb1_ufig1

  2. ch08_pb1_ufig2

  3. ch08_pb1_ufig3

  4. ch08_pb1_ufig4

  5. ch08_pb1_ufig5

  6. ch08_pb1_ufig6

  1. 2-Butyne

  2. 2-Pentyne

  3. 2,2,5-Trimethyl-3-hexyne

  4. 1-Penten-4-yne

    ch08_pb1_ufig7 and gets the smaller number.

  5. 4-Chloro-1-butyne

  6. 5-Hepten-1,3-diyne

Problem 8.2 Supply structural formulas and IUPAC names for all alkynes with the molecular formula (a) C5H8, (b) C6H10.

  1. Insert a triple bond where possible in n-pentane, isopentane, and neopentane. Placing a triple bond in an n-pentane chain gives ch08_inline-ufig3 (1-pentyne) and ch08_inline-ufig4 (2-pentyne). Isopentane gives one compound,

    ch08_EQN-02

    because a triple bond cannot be placed on a 3° C. No alkyne is obtainable from neopentane, (CH3)2C(CH3)2.

  2. Inserting a triple bond in n-hexane gives

    ch08_EQN-03

    Isohexane yields two alkynes, and 3-methylpentane and 2,2-dimethylbutane one alkyne each.

    ch08_EQN-04

Problem 8.3 Draw models of (a) sp-hybridized C and (b) C2H2 to show bonds formed by orbital overlap.

  1. See Fig. 8.1(a). Only one of three p orbitals of C is hybridized. The two unhybridized p orbitals (pz and py) are at right angles to each other and also to the axis of the sp hybrid orbitals.

  2. See Fig. 8.1(b). Sidewise overlap of the py and pz orbitals on each C forms the πy and πz bonds, respectively.

Figure 8.1  
ch08_Fig_8-1

Problem 8.4 Why is the ch08_inline-ufig5 distance (0.120 nm) shorter than the ch08_inline-ufig6 (0.133 nm) and C—C (0.154 nm)?

The carbon nuclei in ch08_inline-ufig5 are shielded by six electrons (from three bonds) rather than by four or two electrons as in ch08_inline-ufig6 or C—C, respectively. With more shielding electrons present, the C's of ch08_inline-ufig7 can get closer, thereby affording more orbital overlap and stronger bonds.

Problem 8.5 Explain how the orbital picture of ch08_inline-ufig8 accounts for (a) the absence of geometric isomers in ch08_inline-ufig9; (b) the acidity of an acetylenic H, for example:

ch08_pb5_ufig1
  1. The sp-hybridized bonds are linear, ruling out cis-trans isomers in which substituents must be on different sides of the multiple bond.

  2. We apply the principle: "The more s character in the orbital used by the C of the C—H bond, the more acidic is the H." Therefore, the order of acidity of hydrocarbons is

    ch08_EQN-05

Problem 8.6 (a) Relate the observed C—H and C—C bond lengths and bond energies given in Table 8.1 in terms of the hybrid orbitals used by the C's involved. (b) Predict the relative C—C bond lengths in CH3CH3, ch08_inline-ufig10, and ch08_inline-ufig11.

Table 8.1  

COMPOUND

BOND

BOND LENGTH, nm

BOND ENERGY, kJ/mol

(1) CH3—CH3

—C—H

0.110

410

ch08_table01_ufig1

ch08_table01_ufig2

0.108

423

ch08_table01_ufig3

ch08_table01_ufig4

0.106

460

(4) CH3—CH3

C—C—

0.154

356

ch08_table01_ufig5

ch08_table01_ufig6

0.151

377

ch08_table01_ufig7

ch08_table01_ufig8

0.146

423

Bond energy increases as bond length decreases; the shorter bond length makes for greater orbital overlap and a stronger bond.

  1. The hybrid nature of C is: (1) Csp3-Hs, (2) Csp2-Hs, (3) Csp-Hs, (4) Csp3-Csp3, (5) Csp3-Csp2, and (6) Csp3-Csp. In going from (1) to (3), the C—H bond length decreases as the s character of the hybrid orbital used by C increases. The same situation prevails for the C—C bond in going from (4) to (6). Bonds to C therefore become shorter as the s character of the hybridized orbital used by C increases.

  2. The hybrid character of the C's in the C—C bond is: for CH3—CH3, Csp3-Csp3; ch08_inline-ufig12, Csp2-Csp2; and ch08_inline-ufig13, Csp-Csp. Bond length becomes shorter as s character increases and hence relative C—C bond lengths should decrease in the order

    ch08_pb6_ufig1

The observed bond lengths are, respectively, 0.154 nm, 0.149 nm, and 0.138 nm.

Laboratory Methods of Preparation

  1. Dehydrohalogenation of vic-Dihalides or gem-Dihalides

    The vinyl (alkenyl) halide requires the stronger base sodamide (NaNH2).

    ch08_EQN-06
  2. Primary Alkyl Substitution in Acetylene; Acidity of ch08_inline-ufig14 [see Problem 8.5(b)]

    ch08_EQN-07

Problem 8.7 Explain why CH3CHBrCH2Br does not react with KOH to give ch08_inline-ufig15.

In E2 eliminations, the more acidic H is removed preferably. The inductive effect of the Br's increases the acidities of the H's on the C's to which the Br's are bonded. To get this product, the less acidic H (one of the CH3 group) must be removed.

Problem 8.8 Outline a synthesis of propyne from isopropyl or propyl bromide.

The needed vic-dihalide is formed from propene, which is prepared from either of the alkyl halides.

ch08_EQN-08

Problem 8.9 Synthesize the following compounds from ch08_inline-ufig16 and any other organic and inorganic reagents (do not repeat steps): (a) 1-pentyne, (b) 2-hexyne.

  1. ch08_pb9_ufig1

  2. ch08_pb9_ufig2

Problem 8.10 Industrially, acetylene is made from calcium carbide, ch08_inline-ufig17. Formulate the reaction as a Brönsted acid-base reaction.

The carbide anion C22 is the base formed when ch08_inline-ufig18 loses two H+'s.

ch08_EQN-10

Book Chapter
18. Amines

18. Amines

Amines are alkyl derivatives of NH3. Replacing one, two, or three H's of NH3 gives primary (1°), secondary (2°), and tertiary (3°) amines, respectively.

ch18EQN-01

Amines are named by adding the suffix -amine to the name of (a) the alkyl group attached to N or (b) the longest alkane chain. The terminal e in the name of the parent alkane is dropped when "amine" follows but not when, for example, "diamine" follows [see Problem 18.1(d)]. Thus, CH3CH(NH2)CH2CH3 is named sec-butylamine or 2-butanamine. Amines, especially with other functional groups, are named by considering amino, N-alkylamino and N,N-dialkylamino as substituents on the parent molecule; N indicates substitution on nitrogen.

Aromatic and cyclic amines often have common names such as aniline (benzenamine), C6H5NH2; p-toluidine, p-CH3C6H4NH2; and piperidine [Problem 18.1(g)].

Like the oxa method for naming ethers (Problem 14.61), the aza method is used for amines. Di-n-propyl-amine, CH3CH2CH2NHCH2CH2CH3, is 4-azaheptane and piperidine is azacyclohexane.

The four H's of NH+4 can be replaced to give a quaternary (4°) tetraalkyl (tetraaryl) ammonium ion.

ch18EQN-02

is benzyltrimethylammonium hydroxide.

Problem 18.1 Name and classify the following amines:

  1. (CH3)3CNH2

  2. (CH3)2NCH(CH3)2

  3. C6H5N(CH3)2

  4. H2NCH2CH2CH2NH2

  5. CH3NHCH(CH3)CH2CH3

  6. CH3NHCH2NHCH3

  7. 18image01

  8. CH3CH2CH2N(CH3)3+Cl

(a) t-butylamine or 2-methyl-2-propanamine, 1°; (b) dimethylisopropylamine, 3°; (c) N,N-dimethylaniline, 3°, (d) 1,3-propanediamine (or trimethylenediamine), both 1°; (e) 2-(N-methylamino)butane, 2°; (f) 2,5-diazahexane, both 2°; (g) 3-amino-N-methylpiperidine or 1-methyl-3-amino-1-azacyclohexane, 1° (N of NH2) and 3°; (h) n-propyl-trimethylammonium chloride, 4°.

Problem 18.2 Give names for

  1. CH3NHCH3

  2. CH3NHCH(CH3)2

  3. CH3CH2CH(NH2)COOH

  4. 18image02

  5. 18image03

  6. 18image04

(a) dimethylamine, (b) methylisopropylamine or 2-(N-methylamino)propane, (c) 2-aminobutanoic acid, (d) N-methyl-m-toluidine or 3-(N-methylamino)toluene, (e) trimethylanilinium bromide, (f) 3,4′-N,N′-methyl-aminobiphenyl (note the use of N and N′ to designate the different N's on the separate rings).

Problem 18.3 Predict the orders of (a) boiling points, and (b) solubilities in water, for 1°, 2°, and 3° amines of identical molecular weights.

Both physical properties depend on the ability of the amino group to form H-bonds.

  1. Intermolecular H-bonding, as shown in Fig. 18.1 with four molecules of RNH2, influences the boiling point. The more H's on N, the greater is the extent of H-bonding, the greater is the intermolecular attraction and the higher is the boiling point. A 1° amine, with two H's, can crosslink as in Fig. 18.1; a single amine molecule can H-bond with three other molecules. A 2° amine molecule can H-bond only with two other molecules. A 3° amine, has no H's on N and cannot form intermolecular H-bonds. The decreasing order of boiling points is RNH2 (1°) > R2NH (2°) > R3N (3°).

  2. Water solubility depends on H-bonding between the amine and H2O. Either the H of H2O bonds with the N of the amine or the H on N bonds with the O of H2O:

    ch18EQN-05
Figure 18.1  
Fig_18-01

All three kinds of amines exhibit the first type of H-bonding, which is thus a constant factor. The more H's on N, the more extensive is the second kind of H-bond and the more soluble is the amine. Thus, the order of water solubility is RNH2 (1°) > R2NH (2°) > R3N (3°).

Problem 18.4 Does n-propylamine or 1-propanol have the higher boiling point?

Since N is less electronegative than O (3.1 < 3.5),="" amines="" form="" weaker="" h-bonds="" than="" do="" alcohols="" of="" similar="" molecular="" weights.="" the="" less="" effective="" intermolecular="" attraction="" causes="" the="" amine="" to="" have="" a="" lower="" boiling="" point="" than="" the="" alcohol="" (49°c=""><>

Book Chapter
20. Aromatic Heterocyclic Compounds

20. Aromatic Heterocyclic Compounds

Nomenclature; Aromaticity

The ring index system combines (1) the prefix oxa- for O, aza- for N, or thia- for S; and (2) a stem for ring size and saturation or unsaturation. These are summarized in Table 20.1.

Table 20.1 Ring Index Heterocyclic Nomenclature

RING SIZE

STEM

SATURATED

UNSATURATED

3

irane

irene

4

etane

ete

5

olane

ole

6

ane

ine

7

epane

epine

8

ocane

ocin

The three most common five-membered aromatic rings are furan, with an O atom; pyrrole, with an N atom; and thiophene, with an S atom.

Problem 20.1 Name the following compounds, using (i) numbers and (ii) Greek letters.

  1. ch20inline01

  2. ch20inline02

  3. ch20inline03

  4. ch20inline04

(a) 2-methylthiophene (2-methylthiole) or α-methylthiophene, (b) 2,5-dimethylfuran (2,5-dimethyloxole) or α,α′-dimethylfuran, (c) 2,4-dimethylfuran or α,β′-dimethylfuran (2,4-dimethyloxole), (d) 1-ethyl-5-bromo-2-pyrrolecarboxylic acid or N-ethyl-α-bromo-α′-pyrrolecarboxylic acid (N-ethyl-5-bromazole-2-carboxylic acid).

Problem 20.2 Write structures for (a) 2-benzoylthiophene, (b) 3-furansulfonic acid, (c) α,β′-dichloropyrrole.

  1. ch20inline05

  2. ch20inline06

  3. ch20inline07

Problem 20.3 Account for the aromaticity of furan, pyrrole, and thiophene, which are planar molecules with bond angles of 120°.

See Fig. 20.1. The four C's and the heteroatom Z use sp2-hybridized atomic orbitals to form the σ bonds. When Z is O or S, one of the unshared pairs of e's is in an sp2 HO. Each C has a p orbital with one electron, and the heteroatom Z has a p orbital with two electrons. These five p orbitals are parallel to each other and overlap side by side to give a cyclic π system with six p electrons. These compounds are aromatic because six electrons fit Hückel's 4n + 2 rule, which is extended to include heteroatoms.

Figure 20.1  
Fig-20-01

It is noteworthy that typically these heteroatoms would use sp3 HO's for bonding. The exceptional sp2 HO's lead to a p AO for the cyclic aromatic π system.

Problem 20.4 Account for the following dipole moments: furan, 0.7D (away from O); tetrahydrofuran, 1.7 D (toward O).

In tetrahydrofuran, the greater electronegativity of O directs the moment of the C—O bond toward O. In furan, delocalization of an electron pair from O makes the ring C's negative and O positive; the moment is away from O. See Fig. 20.1.

Preparation

Problem 20.5 Pyrroles, furans, and thiophenes are made by heating 1,4-dicarbonyl compounds with (NH4)2CO3, P4O10, and P2S5, respectively. Which are used to prepare (a) 3,4-dimethylfuran; (b) 2,5-dimethylthiophene; (c) 2,3-dimethylpyrrole?

The carbonyl C's become the α C's in the heterocyclic compound.

  1. ch20inline08

  2. ch20inline09

  3. ch20inline10

Problem 20.6 Prepare pyrrole from succinic anhydride.

ch20EQN-04

Problem 20.7 Identify compounds (A) through (D).

ch20EQN-05
  1. PhCOOEt

  2. ch20inline12

  3. ch20inline13

  4. ch20inline14

Problem 20.8 Dilantin (5,5-diphenylhydantoin), an anticonvulsant drug used in the treatment of epileptic seizures, is a pyrrole with the molecular formula C15H12N2O2. What is the structural formula for Dilantin?

ch20EQN-06

Chemical Properties

Problem 20.9 (a) In terms of relative stability of the intermediate, explain why an electrophile (E+) attacks the α rather than the β position of pyrrole, furan, and thiophene. (b) Why are these heterocyclics more reactive than C6H6 to E+-attack?

  1. The transition state and the intermediate R+ formed by α-attack is a hybrid of three resonance structures which possess less energy; the intermediate from β-attack is less stable and has more energy because it is a hybrid of only two resonance structures. I and II are also more stable allylic carbocations; V is not allylic.

    ch20EQN-07
  2. This is ascribed to resonance structure III, in which Z has + charge and in which all ring atoms have an octet of electrons. These heterocyclics are as reactive as PhOH and PhNH2.

Problem 20.10 Explain why pyrrole is not basic.

The unshared pair of electrons on N is delocalized and an "aromatic sextet." Adding an acid to N could prevent delocalization and destroy the aromaticity.

Problem 20.11 Give the type of reaction and the structures and names of the products obtained from: (a) furfural,

ch20EQN-08

and concentrated aq. KOH; (b) furan with (i) CH3CO—ONO2 (acetyl nitrate), (ii) (CH3CO)2O and BF3 and then H2O; (c) pyrrole with (i) SO3 and pyridine, (ii) CHCl3 and KOH, (iii) PhN2+Cl, (iv) Br2 and C2H5OH; (d) thiophene and (i) H2SO4, (ii) (CH3CO)2O and CH3COONO2, (iii) Br2 in benzene.

  1. Cannizzaro reaction:

    ch20EQN-09
    1. Nitration; 2-nitrofuran:

      ch20EQN-10
    2. Acetylation; 2-acetylfuran:

      ch20EQN-11
    1. Sulfonation; 2-pyrrolesulfonic acid:

      ch20EQN-12
    2. Reimer-Tiemann formylation; 2-pyrrolecarboxaldehyde (2-formylpyrrole),

      ch20EQN-13
    3. Coupling; 2-phenylazopyrrole:

      ch20EQN-14
    4. Bromination; 2,3,4,5-tetrabromopyrrole.

    1. Sulfonation; thiophene-2-sulfonic acid:

      ch20EQN-15
    2. Nitration; 2-nitrothiophene:

      ch20EQN-16
    3. Bromination; 2,5-dibromothiophene. (Thiophene is less reactive than pyrrole and furan.)

Problem 20.12 Write structures for the mononitration products of the following compounds, and explain their formation: (a) 3-nitropyrrole, (b) 3-methoxythiophene, (c) 2-acetylthiophene, (d) 5-methyl-2-methoxythiophene, (e) 5-methylfuran-2-carboxylic acid.

  1. Nitration at C5 to form 2,4-dinitropyrrole. After nitration, C5 (i) becomes C2, and C3 becomes C4. Nitration at C2 (ii) would form an intermediate with a + on C3, which has the electron-attracting —NO2 group.

    ch20EQN-17
  2. ch20inline15

  3. ch20inline16

  4. ch20inline17

  5. ch20inline18

    Attack of NO+2 at C2, followed by elimination of CO2 and H+.

Problem 20.13 Give the Diels-Alder product for the reaction of furan and maleic anhydride.

Furan is the least aromatic of the five-membered ring heterocyclics and acts as a diene toward strong dienophiles.

ch20EQN-18

Problem 20.14 Give the products of reaction of pyrrole with (a) I2 in aqueous KI; (b) CH3CN + HCl, followed by hydrolysis; (c) CH3MgI.

  1. 2,3,4,5-Tetraiodopyrrole

  2. α-Acetylpyrrole [see Problem 19.21 (c)]

  3. ch20inline21