For a simple first-order decay, the variance spectra maxima demonstrated a clear dependence on the reaction rate. The increase in the reaction rate produces a shift in the spectra maxima from the low to the high wave-numbers, and in consequence the characteristic reactant length scale decreases.
For a chemical cycle in a state of equilibrium, the spectra show that the fluctuation in the concentration are driven predominantly by scales larger than the boundary layer height. A spectral analysis of the variance budgets revealed that the contribution of the chemical term vanishes in chemical equilibrium. Under this condition, a relationship for the correlation coefficients for the chemical cycle species was derived from the chemical terms in the (co-)variance equation. Boundary layer processes, such as a passing cloud, may perturb this chemical balance, resulting in deviations from this relationship and have a direct impact on the variance spectra of all species involved. For non-abundant species, departure from a condition of equilibrium results in damping the mesoscale fluctuations.