Posts Tagged ‘Taxol’

Driving the smallest car ever made: a chemical perspective.

Thursday, November 10th, 2011

Fascination with nano-objects, molecules which resemble every day devices, is increasing. Thus the world’s smallest car has just been built. The mechanics of such a device can often be understood in terms of chemical concepts taught to most students. So I thought I would have a go at this one!

A molecular car (from 10.1038/nature10587)

The car comprises a single (relatively small) molecule, shown above as the authors represented it. The motion along a surface comprised of copper atoms is driven by light as fuel coupled with encouragement from an STM probe. The distance travelled in a straight line was about 6nm in ten steps (note the nanodistance), although the average speed for the complete journey is not recorded. It is probably safe to say it was not recorded using a speed camera!

The car rattling along a copper surface (grey).

The chemistry is shown below. The car has four wheels (the fluorene units) which rotate about an C=C double bond axle using light as the fuel (a configurational change). The component labelled helix inversion can also be described by the chemical name atropisomerism, a topic I dealt with earlier with the example of Taxol and which is a conformational change.

The nitty-gritty of the car's engine.

These two processes are used to rotate the wheels in the sequence shown below (after which the wheels return to their starting point).

The four stages of powering the car (from 10.1038/nature10587)

I set out to build the car by optimising the 3D geometry of the molecule. This so that I could view the device from any direction (not just the one represented in the diagrams above). I also felt it important to estimate the change in energy of the car as the wheels rolled (something not touched upon in the original article). A good place to start would be to raid the supplementary information associated with the article. This comprises a PDF document and four movies. As it happens, none of these contain 3D coordinates for the molecule. Well, in truth this is not unusual, and I am used to such absence by now. Ah well, I would start from the top diagram, which is a schematic 2D representation of the molecule. As you can read in this post, such representations can often be illusory, or even contradictory. One is indeed lucky if they are free of ambiguity. Thus:

  1. The stereogenic centres are fine, they are labelled (R) and (S), and they provide an important aspect of the mechanism for allowing the motions of the four wheels to be coordinated such that the car drives in a straight line. Much is made of this aspect in the article.
  2. It is the atropisomerism that starts to cause problems. Here the diagram contains emboldened bonds carved into a benzene ring. This convention was first proposed by Hubert Maehr in 1985, but his intended use has since been much abused. As I fear it is here. Although it is difficult to be certain, the benzo groups in the car are annotated with several Maehr-like emboldened bonds, and a few non-Maehr wedged bonds as well. It is all meant to indicate perspective, and probably not intended in the Maehr sense at all.
  3. That latter feeling is reinforced when the benzo groups of the fluorene unit are annotated with dashed bonds replacing the single bonds in the Kekule resonance structure. Normally, a C- – -C is taken to indicate a breaking, or transition bond, but here it is again just an attempt at perspective (and a new addition to the bond menagerie).

Well, it is possible to build a 3D model armed with these instructions (although it has to be done visually, with constant comparisons with the space fill representations in the article).

  1. Here is my take on the starting point for the car:

    The initial conformation of the molecular car. Click for 3D.

  2. The car starts its journey by a light-driven rotation of the C=C bonds to form an isomer (about 8 kcal/mol higher according to my estimate using PM6).

    Car after step 1, double bond isomerisation. Click for 3D.

  3. There is then an STM-induced helix inversion, or atropisomerism. The two benzo groups are induced to swap over, much in the manner of bi-phenyls. The energy at this point is identical to the starting position. It is worth noting that the molecule was not returned to this position by reversing the first C=C rotation, but by two quite different operations (light and STM-electrons). I presume this was done to ensure the wheels turn in a constant direction, and do not simply flip back and forth randomly.

    Car after step 2, helix inversion. Click for 3D.

  4. A final light-induced twist of the double bond (the energy is again about 8 kcal/mol higher than the start point)

    Car after step 3, double bond isomerism. Click for 3D.

  5.  and another  STM-induced helix inversion returns the car to ~0.6nm on from its starting position.
So to understand nanotechnology and nano-sized objects, all you need is a good training in introductory chemistry! But a plea please to nano-scientists. Could you please include 3D coordinates for your wonderful machines. Movies are fine, but to really see what is going on, I would suggest you need proper 3D models (not least because you can then use these immediately to test my assertions about the energies of the various conformations).
Oh, I cannot resist observing that the group reporting this work probably do not ride motorcycles!

Postscript: The optimised ωB97XD/6-31G(d) geometries for the two poses of the car are to be found at 10042/to-10227 and 10042/to-10219  The  total energy difference is  15.5 kcal/mol (compared with 8 at the  PM6 level).


Atropisomerism in Taxol. An apparently simple bond rotation?

Tuesday, November 1st, 2011

My previous post introduced the interesting guts of taxol. Two different isomers can exist, and these are called atropisomers; one has the carbonyl group pointing up, the other down. The barrier to their interconversion in this case is generated by a rotation about the two single bonds connecting the carbonyl group to the rest of the molecule. Introductory chemistry tells us that the barrier for rotation about such single bonds is low (i.e. fast at room temperature). But is that true here?

Click for animation

It looks fairly obvious that the process above must involve twisting about two bonds, presumably the red and blue ones. If that assumption is correct, one can move on to ask whether the transition state involves a synchronous twisting about each of them, or whether the two bonds twist at different rates (asynchronously). As transition states go, it is akin to asking whether the two bonds that form in e.g. a Diels Alder cycloaddition reaction form at the same rate (a concerted synchronous reaction) or at different rates (a concerted asynchronous reaction) or even where one bond is complete before the other has started to form (a non-concerted reaction). At least in that situation, we are pretty sure that the reaction coordinate is appropriately defined by the two C-C bonds. So on to atropisomerism. If you click on the above diagram, you will get an animation of the transition mode for the atropisomeric process in this taxol-like molecule. Look at it carefully and decide for yourself where the rotation is actually taking place.

The next diagram is the IRC (intrinsic reaction coordinate) for the process. Unlike the transition mode which is a harmonic motion, the IRC can be anharmonic. This in turn means the reaction coordinate can evolve, and mutate as the reaction proceeds!

IRC for taxol atropisomerism

  1. The process occurs in stages. Firstly, the carbonyl group rotates (red and blue bonds)
  2. This then stops, and the methylene group starts to rotate (green and red bonds). This is the motion that is occurring at the actual transition state.
  3. The methylene group rotation then slows down and the carbonyl group starts up again (red and blue bonds).
IRC Gradients of IRC

As reactions go therefore, this one is defined by quite a complex reaction coordinate, most definitely not a simple twist about the two most obvious single bonds.