2011
DOI: 10.2298/tsci100220057d
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Determining the optimum orientation of a greenhouse on the basis of the total solar radiation availability

Abstract: This paper presents an approach to determining the optimum orientation of a greenhouse for year round applications for different climatic conditions. The most commonly used uneven-span single shape of greenhouse in east-west and north-south orientation have been selected for comparison. Total solar radiation input to each wall, included surfaces and roofs, is computed for both solar greenhouse orientation and compared for each month of the year at different latitudes at the northern hemisphere. Experimental va… Show more

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Cited by 28 publications
(15 citation statements)
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References 7 publications
(7 reference statements)
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“…Comparing with N-S orientation for a single-span greenhouse, the E-W oriented greenhouse receives 51.8% more solar radiation in December but 20.1% less in June, thus need less heating in winter and less cooling in summer. A similar trend of solar gain in the single-span greenhouses with orientations also reported in other studies, 6,35 however, that the intensity of solar gain could be significantly different depending on the location of greenhouses. Figure 5 shows the solar radiation availability in an E-W and N-S oriented 6-span gable roof greenhouse.…”
Section: Energy-efficient Orientationsupporting
confidence: 88%
“…Comparing with N-S orientation for a single-span greenhouse, the E-W oriented greenhouse receives 51.8% more solar radiation in December but 20.1% less in June, thus need less heating in winter and less cooling in summer. A similar trend of solar gain in the single-span greenhouses with orientations also reported in other studies, 6,35 however, that the intensity of solar gain could be significantly different depending on the location of greenhouses. Figure 5 shows the solar radiation availability in an E-W and N-S oriented 6-span gable roof greenhouse.…”
Section: Energy-efficient Orientationsupporting
confidence: 88%
“…The value of I LRS and I LRC can be calculated using Eqs 6 and 7 . In the above equations, I LRS consists of two parts ( Eq 6 ), one is solar direct radiation and the other is solar diffuse radiation [ 26 ]. Where I n is the amount of solar direct radiation on the normal plane (W/m 2 ); I s stands for the amount of solar diffuse radiation on the normal plane (W/m 2 ); h and A 1 respectively refer to the solar altitude angle and solar azimuth angle (°); θ and α represent the lighting roof angle and azimuth angle of CSG, respectively (°).…”
Section: Methodsmentioning
confidence: 99%
“…The inherent interactions among these parameters make rigorous designs quite complex. Fortunately, the solar greenhouse is a forgiving and adjustable technology so that relatively crude designs are adequate (Rahman, 2007;Dragićević, 2011;IEA-SHC, 1998;Roberts, 2005). Various aspects of greenhouse dryer design are discussed below.…”
Section: Greenhouse (Gh) Designsmentioning
confidence: 99%
“…The natural "chimney effect" of the convection of air through the greenhouse is based on the difference in air density (due to temperature difference) between indoor and outdoor air. The volumetric flow of air (V air , m 3 /h) by natural convention through the greenhouse as depicted in Figure 5 is given by (Dragićević, 2011): It follows from Equation 1 that the ventilation rate and the temperature within the greenhouse dryer can be controlled by manipulating the stack height, along with the inlet and outlet vent openings.…”
Section: Ventilationmentioning
confidence: 99%