Abstract

Abstract. seNorge_2018 is a collection of observational gridded datasets over Norway for daily total precipitation: daily mean, maximum, and minimum temperatures. The time period covers 1957 to 2017, and the data are presented over a high-resolution terrain-following grid with 1 km spacing in both meridional and zonal directions. The seNorge family of observational gridded datasets developed at the Norwegian Meteorological Institute (MET Norway) has a 20-year-long history and seNorge_2018 is its newest member, the first providing daily minimum and maximum temperatures. seNorge datasets are used for a wide range of applications in climatology, hydrology, and meteorology. The observational dataset is based on MET Norway's climate data, which have been integrated by the “European Climate Assessment and Dataset” database. Two distinct statistical interpolation methods have been developed, one for temperature and the other for precipitation. They are both based on a spatial scale-separation approach where, at first, the analysis (i.e., predictions) at larger spatial scales is estimated. Subsequently they are used to infer the small-scale details down to a spatial scale comparable to the local observation density. Mean, maximum, and minimum temperatures are interpolated separately; then physical consistency among them is enforced. For precipitation, in addition to observational data, the spatial interpolation makes use of information provided by a climate model. The analysis evaluation is based on cross-validation statistics and comparison with a previous seNorge version. The analysis quality is presented as a function of the local station density. We show that the occurrence of large errors in the analyses decays at an exponential rate with the increase in the station density. Temperature analyses over most of the domain are generally not affected by significant biases. However, during wintertime in data-sparse regions the analyzed minimum temperatures do have a bias between 2 ∘C and 3 ∘C. Minimum temperatures are more challenging to represent and large errors are more frequent than for maximum and mean temperatures. The precipitation analysis quality depends crucially on station density: the frequency of occurrence of large errors for intense precipitation is less than 5% in data-dense regions, while it is approximately 30 % in data-sparse regions. The open-access datasets are available for public download at daily total precipitation (https://doi.org/10.5281/zenodo.2082320, Lussana, 2018b); and daily mean (https://doi.org/10.5281/zenodo.2023997, Lussana, 2018c), maximum (https://doi.org/10.5281/zenodo.2559372, Lussana, 2018e), and minimum (https://doi.org/10.5281/zenodo.2559354, Lussana, 2018d) temperatures.

Highlights

  • Long-term observational gridded datasets of near-surface meteorological variables are widely used products

  • Because the presented statistical interpolation methods automatically adapt to the local observation density, the user of the seNorge_2018 dataset must be aware that (i) the comparison between different subregions over the domain is influenced by the respective local station densities, and (ii) variations in the observational network over time will affect temporal trends derived from this dataset (Masson and Frei, 2016)

  • MET Norway has an open data policy and all the datasets, as well as most of the observations used in the calculations, are available for public download via its web services

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Summary

Introduction

Long-term observational gridded datasets of near-surface meteorological variables are widely used products In climatology, they have been used for example to monitor the regional climate (Simmons et al, 2017) and to validate and bias-correct climate simulations (Kotlarski et al, 2017). It builds upon the previous work on establishing MET Norway’s observational datasets (Tveito and Førland, 1999; Lussana et al, 2018a, b) and the core of its statistical interpolation method is the optimal interpolation (OI, Gandin and Hardin, 1965; Kalnay, 2003).

Observations
Reference fields for spatial interpolation of precipitation
Integral data influence
Spatial interpolation methods
Statistical interpolation of temperature
Statistical interpolation of precipitation
Example application for precipitation
Verification
Summary statistics of the verification scores at station locations
Summary statistics of the verification scores
Occurrence of large errors as a function of the station density
Discussion
Findings
Code and data availability
Conclusions
Full Text
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