2021
DOI: 10.21608/jssae.2021.179014
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Develop of Local Flat Plate Solar Heater

Abstract: A new system of local flat plate solar water heater "LPSH" recommended to be used for heating water as step for maximizing renewable source of energy instead of traditional power.The local flat plate solar water heater is used to heat water from the atmospheric temperature. Evacuated, double and single glasses flat plate solar water heater were fabricate with the same dimensions and installed at a latitude angle of 31 degree facing towards N-S direction.The experiment has been carried out at 24 th March 2021 b… Show more

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Cited by 2 publications
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“…The solar collector's performance is represented by the temperature of the outlet air, as well the efficiency is dependent on the location of the solar collector, collector surface, temperature, and the velocity of ambient air. Hence, the balanced energy of the solar collector was described in the following equations (Equations 2–6) according to (Dagdougui et al., 2011; Elsebaee, 2021; Musembi et al., 2016): Sr()τct0.33emαapAfpscbadbreak=Qhggoodbreak+Qahl$$\begin{equation}Sr\left( {{\tau }_{ct}\ {\alpha }_{ap}} \right){A}_{fpsc} = {Q}_{hg} + {Q}_{ahl} \cdots \end{equation}$$where Sr$Sr$ is the solar radiation value (W/m 2 ) which depends on the transmittance value (τct${\tau }_{ct}$) of the cover (tempered) and the absorptive of the absorber plate (αap${\alpha }_{ap}$), Afpsc${A}_{fpsc}$ is the area of the flat‐plate solar collector (FPSC) (m 2 ), whereas the other side of the equation consists of the Qhg${Q}_{hg}$ is the useful flat‐plate heat gain (W), and Qahl${Q}_{ahl}$ represents the heat rate loss of the FPSC (W). Thus, the value of both the Qhg${Q}_{hg}$ and Qahl${Q}_{\textit{ahl}}$ can be obtained from the following equations: 0.33emQhgbadbreak=Afpsc...…”
Section: Methodsmentioning
confidence: 99%
“…The solar collector's performance is represented by the temperature of the outlet air, as well the efficiency is dependent on the location of the solar collector, collector surface, temperature, and the velocity of ambient air. Hence, the balanced energy of the solar collector was described in the following equations (Equations 2–6) according to (Dagdougui et al., 2011; Elsebaee, 2021; Musembi et al., 2016): Sr()τct0.33emαapAfpscbadbreak=Qhggoodbreak+Qahl$$\begin{equation}Sr\left( {{\tau }_{ct}\ {\alpha }_{ap}} \right){A}_{fpsc} = {Q}_{hg} + {Q}_{ahl} \cdots \end{equation}$$where Sr$Sr$ is the solar radiation value (W/m 2 ) which depends on the transmittance value (τct${\tau }_{ct}$) of the cover (tempered) and the absorptive of the absorber plate (αap${\alpha }_{ap}$), Afpsc${A}_{fpsc}$ is the area of the flat‐plate solar collector (FPSC) (m 2 ), whereas the other side of the equation consists of the Qhg${Q}_{hg}$ is the useful flat‐plate heat gain (W), and Qahl${Q}_{ahl}$ represents the heat rate loss of the FPSC (W). Thus, the value of both the Qhg${Q}_{hg}$ and Qahl${Q}_{\textit{ahl}}$ can be obtained from the following equations: 0.33emQhgbadbreak=Afpsc...…”
Section: Methodsmentioning
confidence: 99%
“…The overall top heat transfer coefficient losses (U ot ) for the local solar collector (LSC) were determined using (Equation ( 6)) [36]:…”
Section: Overall Top Heat Transfer Coefficient Losses Calculationsmentioning
confidence: 99%
“…Additional considerations include the glass cover emissivity (ε g1 ), absorber plate emissivity (ε p1 ), and glass temperature (T g1 ). The Stefan-Boltzmann constant, σ, (5.67 × 10 −8 W/m 2 K 4 ), also comes into play in these calculations [36][37][38][39].…”
Section: Overall Top Heat Transfer Coefficient Losses Calculationsmentioning
confidence: 99%