A set of correlations for computing the glass-cover temperatures of flat-plate solar collectors with double glazing is developed. A semianalytical correlation for the factor f(2) - the ratio of outer to inner thermal resistance of a double-glazed collector - as a function of collector parameters and atmospheric variables is obtained by regression analysis. This relation readily provides the temperature of the second (outer) glass cover (T-2). For estimating the temperature of first (inner) glass cover (T-1), another relation for the factor f(1) -the ratio of thermal resistance between the two glass covers to the thermal resistance between the absorber plate and first glass cover -is developed. A wide range of variables is covered in the present analysis. The results are compared with those obtained by numerical solutions of heat-balance equations. Using the proposed relations of glass-cover temperatures, the values of top heat loss coefficient (U-t) can be computed and are found to be very close to those obtained by numerical solutions of heat-balance equations. The maximum absolute error in the calculation of U-t by the proposed method is only 1.0%, so numerical solutions of heat-balance equations for the computation of U-t are not required. (C) 2006 Elsevier Ltd. All rights reserved.