Enols and Enolates
The Robinson Annulation
Last updated: February 27th, 2020 |
The Robinson Annulation
The Robinson Annulation is the name for a process that combines two key reactions you’ve learned previously into one longer sequence. The reaction begins with a Michael reaction, followed by an intramolecular aldol condensation to give a new six-membered ring containing an alpha, beta unsaturated ketone. This post goes into all the details!
Table of Contents
- Revisiting Intramolecular Reactions
- The Aldol Condensation
- The Intramolecular Aldol Condensation
- Five and Six-Membered Rings Are Favored
- The Michael Reaction Gives 1,5-Diketones
- The Robinson Annulation
- Mechanism of the Robinson Annulation
- Thinking Backwards From the Products
- Bonus: Two modern applications
- (Advanced) References and Further Reading
There’s something about intramolecular reactions that often trips students up.
Conceptually, understanding an intramolecular reaction is not much different than understanding what happens when you fasten a belt, making a loop in the process.
However…. I’ve seen students go into an exam thinking they know a reaction cold – but when suddenly confronted with an example of a nucleophile and an electrophile together on the same molecule, they freeze.
This is despite the fact that exactly the same bonds form and break!
It’s OK. Organic chemistry can seem very abstract at first. It can take time to appreciate that all these symbols we draw for molecules are proxies for three-dimensional objects, and follow many of their familiar principles!
Today it’s the aldol condensation‘s turn for the intramolecular treatment, which is part of a larger process called the Robinson Annulation.
Q. What’s the aldol condensation again?
OK. Quick review.
The base-catalyzed version of the Aldol Condensation begins with formation of a nucleophilic enolate through deprotonation of the “alpha-carbon” of an aldehyde or ketone, and the subsequent addition of this nucleophile to the electrophilic carbonyl carbon of a second aldehyde or ketone, forming a new C-C bond.
Upon heating, the resulting aldol addition product is deprotonated to give a new enolate, which then displaces the hydroxide ion, resulting in a carbon-carbon double bond accompanied by the net loss of water (H2O). [note E1cb] The resulting product containing an alpha, beta unsaturated ketone (or aldehyde) is the aldol condensation product.
This picture shows the result of aldol condensation between two molecules of 2-propanone (aka “acetone”).
So what would an intramolecular aldol reaction look like? Drastically different?
No, not drastically different. Actually, all we need to do is replace two of the C–H bonds with a C–C bond that links the two ketones. That’s it!
Now our nucleophile happens to be on the same molecule as our electrophile. So, just like fastening a belt, when the two combine, we obtain a “loop”, or ring.
The mechanism is exactly the same. Upon treatment with base (e.g. NaOH) an enolate still forms, and it still adds to a ketone. And after the net loss of H2O, the exact same sequence of bonds has formed and broken. The only difference is that since the two ketones are linked, we now we have a ring!
The best candidates for ring closure tend to be five and six-membered rings, which combine low ring strain with a reasonable reaction rate.
Three- and four-membered rings tend to suffer from ring strain. It’s not impossible for 3- and 4-membered rings to form (intramolecular reactions to form epoxides exist, after all – see this post) but in a process where the steps are in equilibrium (and thus potentially reversible), a process that forms an unstrained five- or six-membered ring will be thermodynamically favored over one that forms a three- or four-membered ring. [note 2]
Seven- and higher-membered rings tend to be slower to form, due to a lower “effective concentration” of the nucleophile in the vicinity of the electrophile.
An example for the formation of a six-membered ring through the intramolecular reaction of a “1,5-diketone” is shown below. [Note: the 1 and 5 here don’t refer to the IUPAC numbering, but to the fact that the second ketone is 4 carbons over from the first one]. The pattern of bonds that form and break is exactly the same as above.
We’ve actually already seen a reaction that makes 1,5-diketones: the Michael reaction.
To recap: the Michael reaction involves the addition of a nucleophilic enolate to the “beta” ( β) carbon in the double bond of an alpha,beta-unsaturated ketone in a process called “conjugate addition” or “1,4-addition” [also a prominent reaction of Gilman reagents (organocuprates): see Gilman Reagents: What’ They’re Used For]. This results in a new enolate. Protonation of this enolate then gives the 1,5-diketone:
Now let’s join these two threads together. Pattern recognition is a key skill in organic chemistry!
- Since 1,5-diketones can form six-membered rings through an intramolecular Aldol condensation…
- …and 1,5 diketones can be made through the Michael reaction…
- …and furthermore, they both require the same reagent (base, e.g. NaOH)…
then what would happen if we were to stir together a ketone, an alpha,beta-unsaturated ketone, NaOH, and then heat the mixture? Would we end up with an intramolecular aldol condensation product?
Yes! In a 1935 paper, Robert Robinson and collaborator William Rapson reported that a substituted methyl vinyl ketone and cyclohexanone gave a product with a new six membered ring containing an alpha,beta unsaturated ketone:
This has become known as the Robinson Annulation, and it still finds use today. [note 1]
The process begins with a Michael reaction and ends with an intramolecular aldol condensation to give the new ring. It is a classic example of a tandem (or cascade) reaction, where an initial reaction provides the starting material for a successive reaction.
Let’s walk through the whole mechanism, using the simplified example of 2-propanone and methyl vinyl ketone.
The Michael Reaction segment involves three steps:
- formation of the enolate
- conjugate addition, and
- protonation of the new enolate.
The 1,5-diketone produced by the Michael reaction then becomes the starting material for the next segment of the Robinson annulation, the intramolecular aldol condensation.
- The aldol condensation begins with deprotonation of the 1,5-diketone to give an enolate on C-1 [Note that there are two enolates that could be formed, on C-1 and C-3 (since the molecule is symmetrical, these are equivalent to C-7 and C-5, respectively). However, the C-3 enolate is a dead-end; formation of the (strained) 4-membered ring is reversible, and equilibrium will eventually drive the reaction toward formation of the six-membered aldol condensation product]
- Formation of the enolate on C-1 is followed by attack at the ketone five carbons away, giving the six-membered ring.
- Protonation of the negatively charged oxygen, followed by deprotonation at the adjacent carbon, gives a new enolate.
- This enolate then expels a hydroxide ion (HO- ) from the adjacent carbon, forming a new carbon-carbon double bond, resulting in the aldol condensation product.
It’s extremely important to be able to look at the structure of a product of the Robinson annulation and work backwards to the two components.
- The first step is to recognize the key pattern in the product of a Robinson: a six-membered ring containing a double bond adjacent to a ketone (an alpha, beta unsaturated ketone).
- Next, work backwards from the Aldol condensation: so in the reverse direction, break the C=C bond and place two C-H bonds on one end (the alpha carbon of the ketone) and a C=O bond on the other end.
- Finally, work backwards on the Michael: break the C-C bond, and replace with a C-C pi bond on one component and a C-H bond on the other.
As an exercise, try working backwards from the following examples:
Answers in the comments (if people ask!)
That’s probably enough about the Robinson.
But for the keen, I present two applications of this reaction in synthesis, particularly applied to steroids.
You may have noticed that six-membered rings make quite a few appearances in organic chemistry. So the Robinson annulation has found its share of useful applications.
One prominent example is found in the industrial synthesis of the steroid hormone estrone, a precursor of the active component in birth-control drugs.
Another example is the synthesis of the molecule below, known as the Wieland-Miescher ketone , another useful precursor for the synthesis of steroids and terpenes:
What makes this a particularly high-yielding example is that the pKa of the diketone is about 11, ensuring that it will be deprotonated selectively over the all the other possible alpha-carbons (pKa ~16) helping to ensure that the Michael reaction is relatively high yielding. Furthermore, the methyl group at that position ensures that it can’t be deprotonated again in the intramolecular aldol condensation step.
At this point I will confess that the example above, as written, is a bit of a cheat. While the first step (the Michael) is achieved with the use of potassium hydroxide, it was found that the second step could be accomplished with the use of catalytic (about 10 mol %) pyrrolidine or piperidine, going through an enamine-promoted aldol condensation. [fun exercise: draw this out]
One of the keys here was to employ a Dean-Stark trap that sequesters the water that is formed as a result of the reaction, driving the reaction toward completion.
Fun fact. This intramolecular amine-catalyzed aldol condensation was actually a key sharpening stone in the development of one of the most important areas of modern chemical research.
In 1971, Zoltan Hajos and David Parrish had the bright idea of using (chiral) L-proline instead of pyrrolidine [the cumbersomely named Hajos–Parrish–Eder–Sauer–Wiechert reaction] which resulted in an optically active product. This result sat more or less dormant in the chemical literature for about three decades, until this 2000 paper from Barbas, List and Lerner opened the floodgates on the development of organocatalysis.
Even within the past few years, new variations of the Robinson Annulation have been developed. An enantioselective example from the Toste lab is highlighted here.
Another key factor is that cyclobutene has even more ring strain (about 4 kcal/mol) than cyclobutane. Therefore, formation of the 4-membered aldol condensation product is even more unlikely.
- Experiments on the synthesis of substances related to the sterols. Part II. A new general method for the synthesis of substituted cyclohexenones
William Sage Rapson and Robert Robinson
J. Chem. Soc., 1935, 1285-1288
The original paper by Sir Robert Robinson on a new ring-forming synthetic methodology, which he applied toward the total synthesis of cholesterol and other sterols.
- Robinson annelation by reactions of 2-methyl 1,3 diketones with a .beta.-chloro ketone
A. Zoretic, B. Bendiksen, and B. Branchaud
The Journal of Organic Chemistry 1976 41 (23), 3767-3767
An example of a Robinson annulation with an experimental procedure provided – this should be fairly robust since the work was carried out by two undergraduates!
- (S)-8a-METHYL-3,4,8,8a-TETRAHYDRO-1,6(2H, 7H)-NAPHTHALENEDIONE
Paul Buchschacher, A. Fürst, and J. Gutzwiller
Org. Synth. 1985, 63, 37
The title compound in this procedure from Organic Syntheses is also known as the Wieland-Miescher ketone, a common building block in the total synthesis of steroids and terpenoids.
- The Robinson Annelation and Related Reactions
Robert E. GAWLEY
Synthesis 1976; 1976 (12): 777-794
Even though this review might be over 40 years old by now, it is still a useful reference for the Robinson Annulation and related chemistry.
- A proline-catalyzed asymmetric Robinson annulation reaction
Tommy Bui, Carlos F. Barbas, III
Tetrahedron Letters Volume 41, Issue 36, September 2000, Pages 6951-6954
The amino acid proline can catalyze Robinson Annulations, as demonstrated in this paper which was one of the early examples of an exciting new field, organocatalysis.
- Total Synthesis of (−)-Anominine
Ben Bradshaw, Gorka Etxebarria-Jardí, and Josep Bonjoch
Journal of the American Chemical Society 2010 132 (17), 5966-5967
An asymmetric Robinson Annulation (2 -> 3) served as the starting point in this natural product total synthesis.