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Spectroscopy Problems

41

Copyright © 2017 Pearson Education, Inc.

Answers to Spectroscopy Problems

1.

There are three straight-chain pentanols: 1-pentanol, 2-pentanol, and 3-pentanol. Because the most stable

fragment for an alcohol is the one formed by

a

-cleavage, we can see which of the alcohols forms the base

peak shown in the spectrum (that is, a base peak with

m

>

z

=

45

) as a result of

a

-cleavage.

For 1-pentanol, only one

a

-cleavage is possible. It forms a cationic fragment with

m

>

z

=

31.

CH

2

CH

3

CH

2

CH

2

CH

2

CH

3

CH

2

CH

2

CH

2

OH

m/z

= 31

-cleavage

+

HO CH

2

+

For 2-pentanol, two

a

-cleavages are possible. One forms a cationic fragment with

m

>

z

=

73

and a methyl

radical. The second forms a cationic fragment with

m

>

z

=

45

and a propyl radical. Because a propyl

radical is more stable than a methyl radical, the base peak is expected to have

m

>

z

=

45.

CH

3

CHCH

2

CH

2

CH

3

CH

3

OH

m/z

= 73

-cleavage

+

HO CHCH

2

CH

2

CH

3

+

CH

3

CH CH

2

CH

2

CH

3

OH

-cleavage

CH

3

CH

2

CH

2

m/z

= 45

+

HO CHCH

3

+

CH

3

CHCH

2

CH

2

CH

3

CH

3

OH

m/z

= 73

-cleavage

+

HO CHCH

2

CH

2

CH

3

+

CH

3

CH CH

2

CH

2

CH

3

OH

-cleavage

CH

3

CH

2

CH

2

m/z

= 45

+

HO CHCH

3

+

For 3-pentanol, only one

a

-cleavage is possible because of the symmetry of the molecule.

a

-Cleavage

forms a cationic fragment with

m

>

z

=

59.

CH CH

2

CH

3

CH

3

CH

2

OH

-cleavage

CH

3

CH

2

m/z

= 59

+

HO CHCH

2

CH

3

+

The base peak of the given mass spectrum has

m

>

z

=

45.

Thus, the mass spectrum is that of

2-pentanol

.

We also see a significant fragment at

m

>

z

=

73,

the

m

>

z

value of the other

a

-cleavage product.

2.

First, we must first identify the molecular ion. The molecular ion, the peak that represents the intact starting

compound, has an

m

>

z

=

74.

Now we can use the rule of 13 to determine the molecular formula.

74

13

=

5 carbons with 9 left over

From the rule of 13, we end up with a molecular formula of

C

5

H

14

.

Because the compound is an ether, we

know that it has one oxygen, so we must add one O and subtract one C and four Hs from the molecular

formula. The resulting molecular formula is:

C

4

H

10

O

Three ethers have this molecular formula: methyl propyl ether, diethyl ether, and isopropyl methyl ether.

O

O

O