Significant efforts are made to eliminate biases from models and
observations, especially at operational centres. However, these biases
still significantly impact the quality of assimilated data products. In
the case of numerical weather prediction, residual biases can result in
suboptimal utilization of available data or even render them unusable.
In climate research based on re-analyzed datasets, it can be difficult
to distinguish between accurate signals and trends from inaccurate ones
caused by biases in models and data.This study used a detection
algorithm written in the R language to perform statistical computing and
data analysis. The algorithm was applied to a synthetic study utilizing
pseudo-stations based on ERA5 to simulate and detect instrumental
effects. Rather than using observational data from real-world sources,
the study generated artificial scenarios to guarantee the quality of the
data assessment.ERA5 is a well-known atmospheric reanalysis product that
was used to create simulated or pseudo-weather stations. These stations
were designed to mimic actual stations but were generated
computationally to enable controlled experimentation. The study
constructed twenty-five pseudo-stations in Frankfurt, Germany, within
the latitude 49–50° and longitude 8–9° in the Northern Hemisphere. The
study utilized the ERA5 land surface dataset of hourly 2-m air
temperature of September in 2013 and 2014. The study tool significantly
improves data quality assessment by evaluating the synthetic dataset’s
precision, dependability, and general robustness. It introduces a range
of factors to assess the degree to which the data quality can be
enhanced and maintained, including station movements, errors, and
noise.To determine the likelihood of the threshold correlation occurring
at our confirmed noise threshold, the correlation values occurring at
1.53 for each locational trial were extracted. Our threshold correlation
was evaluated to see if it occurred within a likely range of
correlations occurring at 1.53 degrees of noise, where 0.9744052 is less
than 0.9744667 but greater than 0.9781093. This process helps improve
detection methods for data anomalies, contributing to advancements in
data quality assessment.