Abstract

The clearness index is an indispensable parameter required for the design and analysis of solar energy systems. In the absence of measured values for a specific location, the clearness index can be estimated from other measured meteorological variables. In this study three meteorological parameters, sunshine hours, monthly mean values of the temperature difference ($\Delta$T), and cloudiness, are used to develop empirical models for the estimation of clearness index. The empirical models are developed for five major cities in Pakistan (Karachi, Multan, Lahore, Islamabad, and Quetta). For empirical model development, long-term data (1991 to 2010) of monthly average clearness index, sunshine hours, average daily minimum and maximum temperatures, and cloudiness have been used. The accuracy of the models has been tested by statistical indicators that include mean percentage error (MPE), coefficient of determination (R$^2$), mean absolute relative error (MARE), mean bias error (MBE), and root mean square error (RMSE). The error analysis revealed that the proposed models are suitable for the estimation of the clearness index. It is also concluded that multiple regression models give better estimates of clearness index for all the stations (0.80 $\leq$ R$^{2}$ $\leq$ 0.86) compared to single parameter model and therefore are recommended. The study indicated that clear sky conditions prevail throughout the months at all the investigated sites (0.58 $\leq$ K$_T$ $\leq$ 0.68), which is a good indicator for solar energy utilization. The statistical indicators also suggest that multilinear regression model M-3 gives a better representation of the climate system and using three parameters reduces the uncertainties in the developed model.

Highlights

  • Fast technological advancements, supportive government policies, and competitive costs of deployment result in tremendous increase in solar energy growth

  • In this study, empirical models of clearness index are developed for five stations using fraction of sunshine hours, temperature difference ( ∆ T = T max - T min ), and cloudiness

  • Cloudiness, and temperature difference as independent parameters, three models were developed for the estimation of clearness index

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Summary

Introduction

Supportive government policies, and competitive costs of deployment result in tremendous increase in solar energy growth. Solar photovoltaic (PV) technology is a matured technology and is commercially acceptable globally. The cost of energy generation from solar PV sources has decreased drastically due to economy of scale. Global solar PV energy utilization has grown by about 45% since the year 2000 [1]. According to latest report [2], more than 97 GW of solar PV energy was added globally in 2017, bringing the global cumulative installed capacity to 400 GW, an increase of 32%.

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