1991
DOI: 10.1016/0038-092x(91)90026-s
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Estimation of global radiation for Sri Lanka

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Cited by 158 publications
(55 citation statements)
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“…The second model is the Akinoglu and Ecevit regression model, which is a correlation between K T and R S in a second-order (quadratic) polynomial [11]. Samuel suggested the third regression model, which represents a third-order correlation [12]. Ampratwum and Dorvlo proposed the fourth used regression model, which is a logarithmic correlation between K T and R S [13].…”
Section: Methodsmentioning
confidence: 99%
See 1 more Smart Citation
“…The second model is the Akinoglu and Ecevit regression model, which is a correlation between K T and R S in a second-order (quadratic) polynomial [11]. Samuel suggested the third regression model, which represents a third-order correlation [12]. Ampratwum and Dorvlo proposed the fourth used regression model, which is a logarithmic correlation between K T and R S [13].…”
Section: Methodsmentioning
confidence: 99%
“…Each of these coefficients gives an indication about the solar radiation characteristics for the location under investigation. For Third order (Samuel [12])…”
Section: Theorymentioning
confidence: 99%
“…Model reference Type Equation (Podesta, 2004) Linear y= b 1 +b 2 * x (Akinoglu & Ecevit, 1990) Quadratic y= b 1 +b 2 * x+b 3 * x 2 (Samuel, 1991) Cubic y= b 1 +b 2 * x+b 3 * x 2 +b 4 * x 3 (Ampratwum & Dorvlo, 1999) Logarithmic y= b 1 + b 2 *log( x) (Newland, 1988) Log-Linear y= b 1 + b 2 * x+ b 3 *log( x) (Elagib & Monsell, 2000) Exponential y= b 1 * exp(b 2 *x) …”
Section: Extra-terrestrial Radiation Parametersmentioning
confidence: 99%
“…This is due to the dynamic nature of MATLAB and its rich toolboxes that cover almost every aspect of mathematical and statistical engineering applications. Numerous authors (Abdalla & Feregh, 1988;Akinoglu & Ecevit, 1990;Al Mahdi et al, 1992;Ampratwum & Drovlo, 1999;Elagib & Mansell, 2000;Khalil & Alnajjar, 1995;Menges et al, 2006;Newland, 1988;Podesta' et al, 2004;Sahin, 2007;Samuel, 1991;Ulgen & Hepbasli, 2002) to count few developed empirical regression models to predict the monthly average daily global solar radiation (GSR) in their region using various parameters. The mean daily sunshine duration was the most commonly used and available parameter.…”
Section: Introductionmentioning
confidence: 99%
“…However, specific models were proposed for individual countries. For example, Daneshyar (1978), Ashjaee et al (1993), Bahadorinejad (2004 and Sabziparvar (2008) presented models for different regions of Iran; Pisimanis et al (1987) developed a model for Greece; Ertekin et al (1999) developed a model for Turkey; Hutchinson et al (1984) proposed a model for Australia; Orozco (1967) developed a model for Guatemala; Feuilard et al (1989) proposed a model for Guadeloupe; Ledanois et al (1988) developed a model for Venezuela; Alaruri et al (1993) proposed a model for Kuwait; Amad et al (1983) developed a model for Iraq; Tiris et al (1996) suggested a model for Gebze; Samuel (1991) proposed a model for Srilanka; Hawas et al (1983) developed a model for India; Raja et al (1989) suggested a model for Pakistan; Ezekwe et al (1891) developed a model for Nigeria;Newland (1989) proposed a model for south China; Chuah and Donald Lee (1981) suggested a model for Malaysia; Kamel et al (1993) developed a model for Egypt.…”
Section: Introductionmentioning
confidence: 99%