The spontaneous chemical oxidation of Fe(II) to Fe(III) by O 2 is a complex process involving meta-stable partially oxidized intermediate species such as green rusts, which ultimately transform into a variety of stable iron oxide end-products such as hematite, magnetite, goethite and lepidocrocite. Although in many practical situations the nature of the end-products is of less interest than the oxidation kinetics, it is difficult to find in the literature a description of all the basic steps and principles governing the kinetics of these reactions. This paper uses basic aquatic-chemistry equilibrium theory as the framework upon which to present a heuristic model of the oxidation kinetics of Fe(II) species to ferric iron by O 2. The oxidation rate can be described by the equation (in units of mol Fe(II)/(l min)): - d [ Fe 2 + ] / d t = 6 × 10 - 5 [ Fe 2 + ] + 1.7 [ Fe ( OH ) + ] + 4.3 × 10 5 [ Fe ( OH ) 2 0 ] . This rate equation yields a sigmoid-shaped curve as a function of pH; at pH values below ∼4, the Fe 2+ concentration dominates and the rate is independent of pH. At pH > ∼5, [ Fe ( OH ) 2 0 ] determines the rate because it is far more readily oxidized than both Fe 2+ and FeOH +. Between pH 5 and 8 the Fe ( OH ) 2 0 concentration rises steeply with pH and the overall oxidation rate increases accordingly. At pH values > ∼8 [ Fe ( OH ) 2 0 ] no longer varies with pH and the oxidation rate is again independent of pH. The paper presents a heuristic overview of the pH dependent kinetics of aqueous ferrous oxidation by O 2(aq) which we believe will be useful to professionals at both research and technical levels.