The Hofmann Elimination
Last updated: September 21st, 2022 |
The Hofmann Elimination Of Alkylammonium Salts: Examples and Mechanism
- The Hofmann Elimination is an elimination reaction of alkylammonium salts that forms C-C double bonds [pi bonds]. [Note 1] It proceeds through a concerted E2 mechanism.
- In contrast with most elimination reactions that make alkenes, which follow the Zaitsev (Saytzeff) rule, the Hofmann elimination tends to provide the less substituted alkene.
- In this post we go through the difference between Hofmann elimination and Zaitsev elimination and explain the key features in the Hofmann degradation mechanism that result in its preference for the “less substituted” alkene.
Table of Contents
- Quick Review: Zaitsev’s Rule
- “Non-Zaitsev” Products Can Dominate When Sufficient Steric Hindrance Is Present
- The “Hofmann Degradation”
- The Hofmann Elimination Has An Extremely Bulky Leaving Group, And This Leads To “Non-Zaitsev” Elimination Products
- Summary: The Hofmann Elimination
- (Advanced) References and Further Reading
Conventional elimination reactions that occur via the E2 mechanism follow Zaitsev’s rule. The major product will be the more substituted alkene (that is, the alkene with the most carbons directly attached to the alkene).
Why? The thermodynamic stability of alkenes increases in the order
mono-substituted < disubstituted < trisubstituted <tetrasubstituted. (For more, see post on Alkene Stability)
The energy differences are quite small – about 2 kcal/mol, but that’s enough to deliver an 80:20 ratio of products! [How do we know this? It can be obtained by plugging 2 kcal/mol into the equation ln K = –ΔG/RT]
Sometimes “non-Zaitsev” products can be obtained through the use of a bulky base for the elimination reaction. A classic example is to use sodium or potassium t-butoxide (KOt-Bu); another is to use lithium di-isopropyl amide (LDA). The idea here is that the bulky base will react more quickly with the least sterically hindered proton on a beta-carbon, which results in formation of the least substituted alkene. [for more, see: Bulky Bases In Elimination Reactions].
You sometimes might see these “non-Zaitsev” products be referred to as “Hofmann products”. Why?
Back to amines.
Back in 1851, not many techniques for analyzing complex molecules were available. One method for determining the structure of an unknown compound was to break it down into simpler pieces and look for clues in the fragments, a process called degradation. August Wilhelm von Hofmann developed a two-step degradation method for amines that was later to bear his name.
The second step is to distill the ammonium salt under low pressure in the presence of a strong base. Silver oxide (Ag2O) is often used.
What’s going on?
4. The Hofmann Elimination Has An Extremely Bulky Leaving Group, And This Leads To “Non-Zaitsev” Elimination Products
It’s not that there’s something about the product alkene that makes it more stable than the Zaitsev product (it isn’t).
The answer lies in the relative energies of the transition states leading to the two products.
It might help to look at the mechanism for the reaction again. Recall that the E2 mechanism demands an antiperiplanar (180°) arrangement of the C-H and C-LG bonds.
It really helps to visualize this by drawing out Newman projections. When we do that, what do you notice?
For most elimination reactions, the steric hindrance of the leaving group isn’t a factor we need to consider. Even though leaving groups like I and Br have a large Van Der Waals radius, their bonds to carbon are long, and being single atoms they don’t interfere with adjacent groups.
Contrast that to the NR3 group, which is like a big-ass ceiling fan spinning around its three alkyl groups – and each of the alkyl groups themselves is like a mini-ceiling fan spinning around three hydrogen atoms. It takes up a lot of space!
The conformation that leads to the “Zaitsev” product has a lot more steric hindrance (two gauche interactions!) than the conformation that leads to the “Hofmann” product, because of the extremely bulky N(CH3)3 leaving group!
These extra steric interactions are enough to disfavour the Zaitsev transition state relative to the Hofmann transition state, and lead to the Hofmann product as the major product.
The Hofmann elimination is just another example of how tweaking a single variable in a chemical reaction can flip the outcome. We saw earlier how increasing the steric hindrance of the base can lead to the non-Zaitsev product. Here, we’re increasing the steric hindrance of the leaving group.
A few kcal/mol difference in a transition state might not sound like a lot, but it’s more than enough to change the identity of the major product. This is what makes organic chemistry so frustrating to beginners… yet also so deeply interesting!
- Einwirkung der Wärme auf die Ammoniumbasen
Chem. Ber. 1881, 14 (1), 659-669
The original paper by W. Hofmann on a new method for olefin synthesis. He was a very productive organic chemist in the 19th century and his name has been attached to a variety of transformations, including amide degradation, isonitrile synthesis, and a few others.
- Olefins from Amines: The Hofmann Elimination Reaction and Amine Oxide Pyrolysis
Cope, Arthur C.; Trumbull, Elmer R.
Org. React. 1960, 11, 317-493
Organic Reactions, published and maintained by the ACS division of Organic Chemistry, is a source of comprehensive reviews on various transformations in organic chemistry. This particular review is written by Prof. Cope (MIT, of the Cope rearrangement). Detailed experimental procedures are provided towards the end.
- Hofmann-Type Elimination in the Efficient N-Alkylation of Azoles: Imidazole and Benzimidazole
Synthesis 1994; 1994 (1): 102-106
Alkylation of cyanoethyl-substituted azoles followed by heating with a strong base yields acrylonitrile via a Hofmann elimination.
- Cyclization in the Course of Clarke—Eschweiler Methylation
Arthur C. Cope and W. Dickinson Burrows
The Journal of Organic Chemistry 1965 30 (7), 2163-2165
Two Hofmann eliminations are indicated in this paper, with compounds 5 and 7.