WRF-simulated low-level jets over Iowa: characterization and sensitivity studies

Abstract

Abstract. Output from 6 months of high-resolution simulations with the Weather Research and Forecasting\xa0(WRF) model are analyzed to characterize local low-level jets\xa0(LLJs) over Iowa for winter and spring in the contemporary climate. Low-level jets affect rotor plane aerodynamic loading, turbine structural loading and turbine performance, and thus accurate characterization and identification are pertinent. Analyses using a detection algorithm wherein the wind speed above and below the jet maximum must be below 80\u2009% of the jet wind speed within a vertical window of\napproximately 20–530\u2009m\u2009a.g.l.\xa0(above ground level) indicate the presence of an LLJ in at least one of the 14\u2009700\xa04\u2009km×4\u2009km grid cells over Iowa on 98\u2009% of nights. Nocturnal LLJs are most frequently associated with stable stratification and low turbulent kinetic energy\xa0(TKE) and hence are more frequent during the winter months. The spatiotemporal mean LLJ maximum (jet core) wind speed is 9.55\u2009m\u2009s−1, and the mean height is 182\u2009m. Locations of high LLJ frequency and duration across the state are seasonally varying, with a mean duration of 3.5\u2009h. The highest frequency occurs in the topographically complex northwest of the state in winter and in the flatter northeast of the state in spring. Sensitivity of LLJ characteristics to the (i)\xa0LLJ definition and (ii)\xa0vertical resolution at which the WRF output is sampled is examined. LLJ definitions commonly used in the literature are considered in the first sensitivity analysis. These sensitivity analyses indicate that LLJ characteristics are highly variable with definition. Use of different definitions identifies both different frequencies of LLJs and different LLJ events. Further, when the model output is down-sampled to lower vertical resolution, the mean jet core wind speed height decreases, but spatial distributions of regions of high frequency and duration are conserved. Implementation of a polynomial interpolation to extrapolate down-sampled output to full-resolution results in reduced sensitivity of LLJ characteristics to down-sampling.\n