Origins of the Regioselectivity of Cyclopropylcarbinyl Ring Opening Reactions.

July 20th, 2012

Twenty years are acknowledged to be a long time in Internet/Web terms. In the early days (in 1994), it was a taken that the passage of 1 Web day in the Internet time-warp was ~≡ 7 for the rest of the world (the same factor as applied to the lives of canines). This temporal warping can also be said to apply to computational chemistry. I previously revisited some computational work done in 1992, and here I rediscover another investigation from that year[cite]10.1039/C39920000942[/cite] and that era. The aim in this post is to compare not only how the presentation of the results has changed, but how the computational models have as well.

Read the rest of this entry »

The first ever curly arrows.

July 20th, 2012

I was first taught curly arrow pushing in 1968, and have myself taught it to many a generation of student since. But the other day, I learnt something new. Nick Greeves was kind enough to send me this linkto the origin of curly arrow pushing in organic chemistry, where the following diagram is shown and Alan Dronsfield sent me two articles he co-wrote on the topic (T. M. Brown, A. T. Dronsfield and P. J. T Morris, Education in Chemistry, 2001, 38, 102-104, 107 and 2003, 40, 129-134); thanks to both of them.

Read the rest of this entry »

Dynamic effects in nucleophilic substitution at trigonal carbon (with Na+).

July 19th, 2012

In the preceding post, I described a fascinating experiment and calculation by Bogle and Singleton, in which the trajectory distribution of molecules emerging from a single transition state was used to rationalise the formation of two isomeric products 2 and 3.  In the present post, I explore possible consequences of including a sodium cation (X=Na+ below) in the computational model.

Read the rest of this entry »

Dynamic effects in nucleophilic substitution at trigonal carbon.

July 16th, 2012

Singleton and co-workers have produced some wonderful work showing how dynamic effects and not just transition states can control the outcome of reactions. Steve Bachrach’s blog contains many examples, including this recent one.

Read the rest of this entry »

More joining up of pieces. Stereocontrol in the ring opening of cyclopropenes.

July 12th, 2012

Years ago, I was travelling from Cambridge to London on a train. I found myself sitting next to a chemist, and (as chemists do), he scribbled the following on a piece of paper. When I got to work the next day Vera (my student) was unleashed on the problem, and our thoughts were published[cite]10.1039/C39920001323[/cite]. That was then.

Read the rest of this entry »

Joining up the pieces. Peroxidation of ethyne.

July 9th, 2012

Sometimes, connections between different areas of chemistry just pop out (without the help of semantic web tools, this is called serendipity). So here, I will try to join up some threads which emerge from previous posts.

Read the rest of this entry »

Connections in chemistry. Anti-malaria drug ↔ organocatalysis.

July 5th, 2012

Back in 1994, we published the crystal structure of the molecule below (X=H), a putative anti-malarial drug called halofantrine. Little did we realise that a whole area of organo catalysis based on a thiourea catalyst with a similar motif would emerge a little later. Here is how the two are connected.

Read the rest of this entry »

The direct approach is not always the best: ethene + dichlorocarbene

June 12th, 2012

The reaction between a carbene and an alkene to form a cyclopropane is about as simple a reaction as one can get. But I discussed before how simple little molecules (cyclopropenyl anion) can hold surprises. So consider this reaction:

Read the rest of this entry »

Transition state models for Baldwin dig(onal) ring closures.

June 10th, 2012

This is a continuation of the previous post exploring the transition state geometries of various types of ring closure as predicted by  Baldwin’s rules. I had dealt with bond formation to a trigonal (sp2) carbon; now I add a digonal (sp) example (see an interesting literature variation). 

Read the rest of this entry »

Transition state models for Baldwin’s rules of ring closure.

June 2nd, 2012

The Baldwin rules for ring closure follow the earlier ones by Bürgi and Dunitz in stating the preferred angles of nucleophilic (and electrophilic) attack in bond forming reactions, and are as famous for the interest in their exceptions as for their adherence. Both sets of rules fundamentally explore the geometry of the transition states involved in the reaction, as reflected in the activation free energies. Previous posts exploring the transition states for well-known reactions have revealed that the 4th dimension (the timing of the bond formations/breakings) can often spring surprises. So this post will explore a typical Baldwin ring formation in the same way.

Read the rest of this entry »