Dihedral (Torsion) Angle Explained

When you first learned about molecular shapes in general chemistry, you probably focused entirely on standard bond angles—the angle formed by three atoms connected in a sequence by two bonds.

But once we start looking at three-dimensional molecules and how they twist and rotate, standard bond angles aren't enough. We need a way to describe the spatial relationship between bonds on adjacent atoms. That brings us to the dihedral angle (also called a torsion angle), which measures the angle between two intersecting planes defined by four connected atoms ($A-B-C-D$).

Why do we care? Because as a molecule rotates around a single carbon-carbon bond, the dihedral angle constantly changes. This twist dictates everything from rotational barriers and torsional strain to the molecule's overall energy, stability, and shape.

Action

Checkout the interactive ethane model below, which features two hydrogen atoms painted green to help you track molecular rotation:

  • Align Newman Projection: Click this button to sight straight down the C–C bond axis, transforming your view into a clean Newman projection.
  • Measure Dihedral Angle: Click this button to display the exact dihedral angle formed by the two vicinal green hydrogen atoms.
  • Rotate the model and watch how the dihedral angle shifts as you move between staggered and eclipsed conformations!