learning objectives
- name aldehydes and ketones using IUPAC (systematic) and selected common name nomenclature
- draw the structure of aldehydes and ketones from IUPAC (systematic) and selected common names
Aldehydes and ketones contain the carbonyl group. Aldehydes derive their name from the dehydration of alcohols. Aldehydes contain the carbonyl group bonded to at least one hydrogen atom. Ketones contain the carbonyl group bonded to two carbon atoms.
Aldehydes and ketones are organic compounds which incorporate a carbonyl functional group, C=O. The carbon atom of this group has two remaining bonds that may be occupied by hydrogen, alkyl or aryl substituents. If at least one of these substituents is hydrogen, the compound is an aldehyde. If neither is hydrogen, the compound is a ketone. When writing the condensed formulas for aldehydes and ketones, it is important to note that the carbonyl bond is not drawn. It must be recognized. The generic condensed formula for aldehydes is RCHO (CHO is our aldehyde CHUM) and RCOR' for ketones (no cute memorization aid - if you have one please share it.)
![alt](https://chem.libretexts.org/@api/deki/files/82272/OrganicCore_AldehydesKetones1.png?revision=1&size=bestfit&width=374&height=86)
Naming Aldehydes
The IUPAC system of nomenclature assigns a characteristic suffix -al to aldehydes. For example, H2C=O is methanal, more commonly called formaldehyde. Since an aldehyde carbonyl group must always lie at the end of a carbon chain, it is always is given the #1 location position in numbering and it is not necessary to include it in the name. There are several simple carbonyl containing compounds which have common names which are retained by IUPAC.
Also, there is a common method for naming aldehydes and ketones. For aldehydes common parent chain names, similar to those used for carboxylic acids, are used and the suffix –aldehyde is added to the end. In common names of aldehydes, carbon atoms near the carbonyl group are often designated by Greek letters. The atom adjacent to the carbonyl function is alpha, the next removed is beta and so on.
![alt](https://chem.libretexts.org/@api/deki/files/82273/OrganicCore_AldehydesKetones2.png?revision=1&size=bestfit&width=132&height=75)
If the aldehyde moiety
(-CHO) is attached to a ring the suffix –carbaldehyde is added to the name of the ring. The carbon attached to this moiety will get the #1 location number in naming the ring.
Summary of Aldehyde Nomenclature rules
- Aldehydes take their name from their parent alkane chains. The -e is removed from the end and is replaced with -al.
- The aldehyde funtional group is given the #1 numbering location and this number is not included in the name.
- For the common name of aldehydes start with the common parent chain name and add the suffix -aldehyde. Substituent positions are shown with Greek letters.
- When the -CHO functional group is attached to a ring the suffix -carbaldehyde is added, and the carbon attached to that group is C1.
Example 1
The IUPAC system names are given on top while the common name is given on the bottom in parentheses.
![alt](data:image/png;base64,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)
![alt](https://chem.libretexts.org/@api/deki/files/82276/OrganicCore_AldehydesKetones5.png?revision=1&size=bestfit&width=657&height=337)
Aldehyde Common Names to Memorize
Aldehydes often called the formyl groups. There are some common names that are still used and need to be memorized. Recognizing the patterns can be helpful.
![aldehyde common names.png](https://chem.libretexts.org/@api/deki/files/142309/aldehyde_common_names.png?revision=1&size=bestfit&width=659&height=424)
Naming Ketones
The IUPAC system of nomenclature assigns a characteristic suffix of -one to ketones. A ketone carbonyl function may be located anywhere within a chain or ring, and its position is usually given by a location number. Chain numbering normally starts from the end nearest the carbonyl group. Very simple ketones, such as propanone and phenylethanone do not require a locator number, since there is only one possible site for a ketone carbonyl function. The common names for ketones are formed by naming both alkyl groups attached to the carbonyl then adding the suffix -ketone. The attached alkyl groups are arranged in the name alphabetically.
Summary of Ketone Nomenclature rules
- Ketones take their name from their parent alkane chains. The ending -e is removed and replaced with -one.
- The common name for ketones are simply the substituent groups listed alphabetically + ketone.
- Some common ketones are known by their generic names. Such as the fact that propanone is commonly referred to as acetone.
Example 2
The IUPAC system names are given on top while the common name is given on the bottom in parentheses.
![alt](https://chem.libretexts.org/@api/deki/files/82277/OrganicCore_AldehydesKetones6.png?revision=1&size=bestfit&width=599&height=270)
Ketone Common Names to Memorize
There are some common names that are still used and need to be memorized. Recognizing the patterns can be helpful.
![ketone common names.png](https://chem.libretexts.org/@api/deki/files/142310/ketone_common_names.png?revision=1&size=bestfit&width=612&height=339)
Naming Aldehydes and Ketones in the Same Molecule
As with many molecules with two or more functional groups, one is given priority while the other is named as a substituent. Because aldehydes have a higher priority than ketones, molecules which contain both functional groups are named as aldehydes and the ketone is named as an "oxo" substituent. It is not necessary to give the aldehyde functional group a location number, however, it is usually necessary to give a location number to the ketone.
Example 3
![alt](data:image/png;base64,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)
Naming Dialdehydes and Diketones
For dialdehydes the location numbers for both carbonyls are omitted because the aldehyde functional groups are expected to occupy the ends of the parent chain. The ending –dial is added to the end of the parent chain name.
Example 4
![alt](https://chem.libretexts.org/@api/deki/files/82278/OrganicCore_AldehydesKetones8.png?revision=1&size=bestfit&width=386&height=126)
For diketones both carbonyls require a location number. The ending -dione or -dial is added to the end of the parent chain.
Example 5
![alt](https://chem.libretexts.org/@api/deki/files/82280/OrganicCore_AldehydesKetones9.png?revision=1&size=bestfit&width=381&height=139)
Naming Cyclic Ketones and Diketones
In cyclic ketones the carbonyl group is assigned location position #1, and this number is not included in the name, unless more than one carbonyl group is present. The rest of the ring is numbered to give substituents the lowest possible location numbers. Remember the prefix cyclo is included before the parent chain name to indicate that it is in a ring. As with other ketones the –e ending is replaced with the –one to indicate the presence of a ketone.
With cycloalkanes which contain two ketones both carbonyls need to be given a location numbers. Also, an –e is not removed from the end, but the suffix –dione is added.
Example 6
![alt](data:image/png;base64,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)
Naming Carbonyls and Hydroxyls in the Same Molecule
When and aldehyde or ketone is present in a molecule which also contains an alcohol functional group the carbonyl is given nomenclature priority by the IUPAC system. This means that the carbonyl is given the lowest possible location number and the appropriate nomenclature suffix is included. In the case of alcohols the OH is named as a hydroxyl substituent. However, the l in hydroxyl is generally removed.
Example 7
![alt](https://chem.libretexts.org/@api/deki/files/82283/OrganicCore_AldehydesKetones11.png?revision=1&size=bestfit&width=653&height=303)
Naming Carbonyls and Alkenes in the Same Molecule
When and aldehyde or ketone is present in a molecule which also contains analkene functional group the carbonyl is given nomenclature priority by the IUPAC system. This means that the carbonyl is given the lowest possible location number and the appropriate nomenclature suffix is included. When carbonyls are included with an alkene the following order is followed:
(Location number of the alkene)-(Prefix name for the longest carbon chain minus the -ane ending)-(an -en ending to indicate the presence of an alkene)-(the location number of the carbonyl if a ketone is present)-(either an –one or and -anal ending).
Remember that the carbonyl has priority so it should get the lowest possible location number. Also, remember that cis/tran or E/Z nomenclature for the alkene needs to be included if necessary.
Example 8
![alt](data:image/png;base64,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)
Aldehydes and Ketones as Fragments
- Alkanoyl is the common name of the
fragment, though the older naming, acyl, is still widely used.
- Formyl is the common name of the
fragment.
- Acety is the common name of the CH3-C=O- fragment.
Example 9
![alt](https://chem.libretexts.org/@api/deki/files/82285/OrganicCore_AldehydesKetones13.png?revision=1&size=bestfit&width=621&height=148)
Exercise
1. Give the IUPAC name for each compound and write the condensed formulas for parts (a), (b), (c), (d), (e), (f), (h), (i), and (l).
![alt](https://chem.libretexts.org/@api/deki/files/82286/OrganicCore_AldehydesKetones14.png?revision=1&size=bestfit&width=513&height=874)
2) Draw the bond-line structure and write the condensed formula {except for (b), (d) and (h)} corresponding to each name:
A) butanal
B) 2-hydroxycyclopentanone
C) 2,3-pentanedione
D) 1,3-cyclohexanedione
E) 4-hydoxy-3-methyl-2-butanone
F) (E) 3-methyl-2-hepten-4-one
G) 3-oxobutanal
H) cis-3-bromocyclohexanecarboaldehyde
I) butanedial
J) trans-2-methyl-3-hexenal
- Answer
-
Solutions
1.
a) 3,4-dimethylhexanal; CH3CH2CH(CH3)CH(CH3)CH2CHO
b) 5-bromo-2-pentanone; CH2BrCH2CH2COCH3
c) 2,4-hexanedione; CH3COCH2COCH2CH3
d) cis-3-Penenal; cis-CH3CHHCH2CHO
e) 6-methyl-5-hepten-3-one; CH3C(CH3)CHCH2COCH2CH3 or (CH3)2CCHCH2COCH2CH3
f) 3-hydroxy-2,4-pentanedione; CH3OCH(OH)COCH3
g) 1,2-cyclobutanedione
h) 2-methyl-propanedial; CHOCH(CH3)CHO
i) 3-methyl-5-oxo-hexanal; CH3OCH2CH(CH3)CH2CHO
j) cis-2,3-dihydroxycyclohexanone
k) 3-Bromo-2-methylcyclopentanecarboaldehyde
l) 3-bromo-2-methylpropanal; CHOCH(CH3)CH2Br
2. condensed formulas below and bond-line structures to the right
a) CH3CH2CH2CHO
c) CH3COCOCH2CH3
e) CH2(OH)CH(CH3)COCH3
f) CH3CHC(CH3)COCH2CH2CH3
g) CH3COCH2CHO
i) CHOCH2CH2CHO
j) CH3CH2CHCHCH(CH3)CHO
![alt](https://chem.libretexts.org/@api/deki/files/82287/OrganicCore_AldehydesKetones15.png?revision=1&size=bestfit&width=538&height=745)
References
- Vollhardt, K. Peter C., and Neil E. Schore. Organic Chemistry. 5th ed. New York: W.H. Freeman, 2007.
- Zumdahl, Steven S., and Susan A. Zumdahl. Chemistry. 6th ed. Boston: Houghton Mifflin College Division, 2002.
Contributors and Attributions