“…At room temperature, the calculated equilibrium constant for this process is K = 8 × 10 3 at 18 °C, which is comparable to that of formic acid ( K ≈ 3 × 10 2 ). − However, this calculated equilibrium constant is exponentially affected by the accuracy of the underlying calculated binding energy, which is notoriously difficult to calculate accurately with computational chemistry methods, so the number reported here is best considered as an estimate of the true equilibrium constant . Other examples of strongly bonded carboxylic acid dimers include acetic acid ( K ≈ (1 to 2) × 10 3 ), − propionic acid ( K ≈ 1 × 10 3 ), , and octo-, nona-, and decanoic acid ( K ≈ 5 × 10 5 ) . The reason that dimer formation is favorable stems from the orientation of the carboxylic acid group being able to form two very strong intermolecular hydrogen bonds in the cyclic dimer. ,− This stability of the dimer is, in part, due to the hydrogen bonds being “resonance-assisted hydrogen bonds”. , This also explains why double proton transfer, also known as chattering, can occur in the cyclic dimer of carboxylic acids .…”