https://doi.org/10.1351/goldbook.S05900
As applied to @CT01038@, the term expresses a thermodynamic property, which is quantitatively measured by relative molar standard Gibbs energies. A chemical species A is more stable than its @I03289@ B if \(\Delta _{\text{r}}G^{\,\unicode{x26ac}} > 0\) for the (real or hypothetical) reaction \[\text{A}\quad \rightarrow \quad \text{B}\] under standard conditions. If for the two reactions: \[\text{P}\rightarrow \text{X}+\text{Y}\qquad (\Delta _{\text{r}}G_{1}^{\text{o}})\] \[\text{Q}\rightarrow \text{X}+\text{Z}\qquad (\Delta _{\text{r}}G_{2}^{\text{o}})\] \(\Delta _{\text{r}}G_{1}^{\,\unicode{x26ac}} > \Delta _{\text{r}}G_{2}^{\,\unicode{x26ac}}\), P is more stable relative to the product Y than is Q relative to Z. Both in qualitative and quantitative usage the term stable is therefore always used in reference to some explicitly stated or implicitly assumed standard. The term should not be used as a synonym for @U06567@ or 'less reactive' since this confuses thermodynamics and kinetics. A relatively more stable chemical species may be more @R05180@ than some reference species towards a given reaction partner.
See also:
inert
, unstable