The largest C-C-C angle?

I am now inverting the previous question by asking what is the largest angle subtended at a chain of three connected 4-coordinate carbon atoms? Let’s see if further interesting chemistry can be unearthed.

Specifying only angles > 130°, the following distribution is obtained.


  • Note the maximum at ~138°. This is typical of that found in spiro-cyclopropanes, although I have not checked if other kinds of compound can also sustain this angle.
  • There appear to be a few examples at 180° but these appear to be simple errors in the crystal coordinates.
  • The first real example occurs at 166°[cite]10.1039/C3DT32335H[/cite] and contains an almost hemispherical carbon atom, doi: 10.5517/CCZBB2P [cite]10.5517/CCZBB2P[/cite]fetbud
  • A second example is a sprung spiro-cyclopropane [cite]10.1021/ja00186a058[/cite] in which the large angle is maintained without the help of a metal.
  • This latter example suggests that a structural modification as shown below might take the angle to almost 180° (calc. ωB97XD/Def2-TZVPP = 177.2°[cite]10.14469/hpc/1861[/cite]). vajhap

It is remarkable how much the standard angle subtended at four-coordinate carbon (109.47°) can be opened. It makes one wonder whether something approaching 180° is achievable, and what the properties of such a molecule might be.


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One Response to “The largest C-C-C angle?”

  1. Henry Rzepa says:

    Roald Hoffmann has sent me the following comment:

    “On large angles: Computationally, we found some in hypothetical prismane structures, attached (doi: 10.1021/jo034910l and 10.1021/om960099b) We also did an estimate of the energy to open up that angle in substituted methane, in another paper. The structure your search found are intriguing.

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