Abstract. Quantifying seasonal variations in precipitation δ2H and δ18O is important for many stable isotope
applications, including inferring plant water sources and streamflow ages.
Our objective is to develop a data product that concisely quantifies the
seasonality of stable isotope ratios in precipitation. We fit sine curves
defined by amplitude, phase, and offset parameters to quantify annual
precipitation isotope cycles at 653 meteorological stations on all seven
continents. At most of these stations, including in tropical and subtropical
regions, sine curves can represent the seasonal cycles in precipitation
isotopes. Additionally, the amplitude, phase, and offset parameters of these
sine curves correlate with site climatic and geographic characteristics.
Multiple linear regression models based on these site characteristics
capture most of the global variation in precipitation isotope amplitudes and
offsets; while phase values were not well predicted by regression models
globally, they were captured by zonal (0–30∘ and
30–90∘) regressions, which were then used to produce
global maps. These global maps of sinusoidal seasonality in precipitation
isotopes based on regression models were adjusted for the residual spatial
variations that were not captured by the regression models. The resulting
mean prediction errors were 0.49 ‰ for δ18O
amplitude, 0.73 ‰ for δ18O offset (and 4.0 ‰
and 7.4 ‰ for δ2H
amplitude and offset), 8 d for phase values at latitudes outside of
30∘, and 20 d for phase values at latitudes inside of
30∘. We make the gridded global maps of precipitation δ2H and δ18O seasonality publicly available. We also make
tabulated site data and fitted sine curve parameters available to support
the development of regionally calibrated models, which will often be more
accurate than our global model for regionally specific studies.