Abstract

Precipitable water vapour (PWV) is a vital component of the atmosphere and appreciably controls many atmospheric processes. The PWV is not easy to measure with sufficient spatial and time resolution under all weather conditions. In this paper, three precipitable water vapour models; the Smith, Won and Leckner’s models were evaluated and compared for Owerri (Latitude 5.48°N, Longitude 7.00°E, and 91 m above sea level) using meteorological parameters of monthly average daily maximum temperature, minimum temperature and relative humidity during the period of sixteen years (2000-2015). The Leckner’s model was found most suitable and therefore recommended for estimating PWV for the location with range between 3.253 and 4.662 cm. The highest PWV occurred in June for Won and Leckner’s models while for Smith’s model it occurred in September; the lowest PWV occurred in January for all the evaluated models. The result showed that high values of dew point temperature (Tdew), PWV and relative humidity (RH) were observed during the raining season and low values in the dry season; this is an indication that the dew point temperature is a reflection of the PWV and RH. The dew point temperature is an opposite reflection of the virtual temperature (Tvirtual), potential temperature (Tpotential) and mean temperature (Tmean). The dew point temperature increases and decreases with mean temperature in the months from January to March and in July respectively for the location under investigation. The values of the dew point temperature indicated that the air is stable signifying no development of severe weather condition like thunderstorms. The maximum and minimum virtual temperature correction of 3.3246°C and 2.3371°C occurred in June and January respectively while for the dew point depression, it occurred in the months of January and September with 8.7514°C and 2.1094°C. The descriptive statistical analysis shows that the dew point temperature, potential temperature, mean temperature and virtual temperature correction data spread out more to the left of their mean value (negatively skewed), while the virtual temperature and dew point depression data spread out more to the right of their mean value (positively skewed). The dew point temperature and the virtual temperature correction data have positive kurtosis which indicates a relatively peaked distribution and possibility of a leptokurtic distribution while the virtual temperature, potential temperature, mean temperature and dew point depression data have negative kurtosis which indicates a relatively flat distribution and possibility of platykurtic distribution.

Highlights

  • Water vapor plays a vital role in climate change, hydrological processes, Earth’s energy balance, and weather systems [1,2,3]

  • The monthly average minimum temperature, maximum temperature and relative humidity meteorological data used in this study were obtained from the European Centre for Medium-Range Weather Forecasts (ECMWF) at 2m height for owerri, Imo state located in the South Eastern, Nigeria during the period of sixteen years (2000-2015)

  • This study presents the distribution of monthly mean Precipitable water vapour (PWV) based on three models, the Smith; Won; and the Leckner’s model using meteorological parameters of monthly mean temperature and relative humidity obtained from the European Centre for MediumRange Weather Forecasts (ECMWF) at 2m height for Owerri, Imo state located in the South Eastern, Nigeria during the period of sixteen years (2000-2015)

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Summary

Introduction

Water vapor plays a vital role in climate change, hydrological processes, Earth’s energy balance, and weather systems [1,2,3]. Water vapor is the most abundant greenhouse gas in the atmosphere, and it accounts for about 60% of the natural greenhouse effect [4]. Water vapor absorbs most solar radiation and is considered the most important green house gas in the atmosphere [11]. It can lead to global warming as it is the major cause of the green house effect. It cycles continuously through the process of evaporation and condensation, transporting heat energy around the earth and between the surface and the atmosphere [12]

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