Handoyo, Ekadewi Anggraini and Ichsani, Djatmiko and Prabowo, (2013) *The optimal tilt angle of a solar collector.* Energy Procedia , 32 (C). pp. 166-175.

## Abstract

A solar collector is used to heat water or air. Its efficiency will increase when it is always facing the sun. But, it means a tracking system is required. A tracking system is too expensive for farmers. To help the farmers, a research is done to find the optimal angle of installing a solar collector. The optimal tilt angle is the angle where the solar radiation will arrive perpendicularly upon the surface. When the angle of incidence of beam radiation on a surface, ï�±, is smaller, then its cosine will be larger. Maximizing â€œcosï�±â€œ on a surface can maximize the solar radiation received on that surface. Thus, the optimal tilt angle of the collector is obtained from the first derivative of cosï�± with respect to the tilt angle. Then, the result, i.e. Equation (2) is compared to the work of Tang et al., Duffie and Beckmanâ€™s equations, and some experiments on some days in March, April 2011, June 2008, December 2009, and January 2010 in Surabaya, Indonesia. It can be concluded that Equation (2) is valid to obtain the optimal tilt angle of a collector to get maximum solar radiation. For a collector installed in Surabaya, the optimal tilt angle during March 12 â€“ September 30 is varied between 0 â€“ 40o (face to the North) and during October 1 â€“ March 11 is between 0 â€“ 30o (face to the South). Other choice is installing two collectors, i.e. one facing to the East to be used in the morning and one to the West in the afternoon. The optimal tilt angle for these orientations is 36 â€“ 39.4o.

### Actions (login required)