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Numerical Investigation of Thermal Performances of an Evacuated Tube Solar Collector

DOI : 10.17577/IJERTV14IS070202

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Numerical Investigation of Thermal Performances of an Evacuated Tube Solar Collector

Wesam Mohamed T. Elamri And Salem Alabd

Higher Institute of Engineering Technology, Tripoli, Libya Mechanical Engineering Department, Jamia Millia Islamia, New Delhi, India

Abstract- This research designs a solar evacuated tube collector (ETC) arrangement to meet the low intensity thermal energy requirement. The structure's number of parallel tubes is chosen based on the necessary mass flow rate and pressure drop. The number of arrangements can be coupled in series to get a higher goal temperature. Ten tubes make up the evacuated tube setup used in our investigation. Borosilicate glass makes up the outside tube, while copper plated in black makes up the inside tube. There is a vacuum in the area between the inner and outer tubes. The tilt angles at which the solar radiation strikes the setup are = + , = and = , Maximum solar radiation measured at = + is 6.15 MJ/m2, while in the same month, it is 3.83 MJ/m2 at = and

4.12 MJ/m2 at = . It is also possible to calculate the maximum useable energy accounting for thermal losses at different times of the year. The maximum values are observed to be the 6.56 kJ/s in the summer (May -June July),

4.58 kJ/s in the rainy season from the first of September to November, and 3.35 kJ/s in the December.

Keywords: heat removal factor, solar radiation, evacuated tube collector, global solar radiation, Tilt angles

  1. INTRODUCTION

    Our natural world is continuously harmed by the production of power from conventional sources like coal, oil, and gas. Carbon monoxide (CO) particles, nitrogen oxides (NOX), sulfur dioxide (SO2), and carbon dioxide (CO2) are among the dangerous pollutants that fossil fuels are contributing to. These fuels are not only harming the environment but also running out in the wild. As a result, technology related to renewable energy gained prominence. Due to its abundance in the natural world and environmental friendliness, solar energy is the most dependable renewable energy source among others, including hydro energy, geothermal energy, wind energy, and tidal energy. An hour's worth of solar energy collected by the earth is thought to be equivalent to all of the energy that people use in a year [1-2].Basically, depending on the needs, there are two distinct ways to gather solar energy. Solar energy can be converted into two different forms of energy: thermal energy can be produced using solar collectors or concentrators, and photovoltaic solar cells can be used to convert solar energy directly into electricity [3-4]. In the present study, an evacuated tube collector is used in conjunction with a solar thermal system to harvest solar energy for usage. This field had already seen a number of investigations. Soteris [5] had researched the uses of many kinds of solar thermal collectors. Concentrated collectors were described by Barlev et al. [6]. A tubular evacuated solar collector with rectangular performance characteristics was first introduced by Mahdjuri [7]. In order to transport heat from the absorber to the water tubing, he invented a heat pipe process. An evacuated tube solar collector is a heat-delivering device that is commonly used for thermal power plants, air conditioning, and water heating, among other applications. Because of their superior heat extraction capacity, evacuated solar collectors are the most appealing type of heating. These collectors have a comparatively longer lifespan and are highly dependable and cost-effective. In an evacuated tube solar collector paired with a latent heat storage device, Neeraj and Avdhesh [8] conducted an experimental investigation and comparison of circular fin type headers, where air was taken into consideration as a working fluid. They found that when compared to a standard solar evacuated tube collector, the outlet temperature of a solar air collector with a circular fin and copper coil performed better.

    Statement of Problem

    The purpose of this study is to develop a solar evacuated tube collector with an outside diameter of 65mm and an interior diameter of 58 mm. The tube is measured to be 2000 mm long. Borosilicate glass is used as the outside glazing, while black coating covers the inner surface of copper tube.

    We were curious in the amount of useable energy that solar evacuated tube collectors gather throughout the year for our location, Tripoli, Libya. First, the Liu and Jordan model is used to calculate the solar radiation that will fall on the slanted surface at various tilt angles. It is calculated how much beneficial solar energy a slanted

    surface absorbs. The energy supplied by an evacuated tube solar collector is determined by accounting for losses from the collector through mathematical modelling of the system. The heat transfer process is considered to be stable, the specific heat of the fluid is constant, the solar intensity is constant throughout the collector, and the amount of axial heat transfer is insignificant in order to simplify the analysis.

    Figure.1 Geometry of Evacuated tube collector

    Meteorological Information

    The recorded meteorological information for Tripoli, Libya (32.8877° N, 13.1872° E) including wind speed, air temperature, beam, and diffuse sun radiation on a horizontal surface, comes from the Libyan National Meteorological Centre (LNMC).

  2. METHODOLOGY

    The LIU and JORDAN model [9] is used to estimate the solar energy on a tilted surface. This model gives the following solar radiation on a slanted surface facing south:

    = + +

    where g = 0.2 (ground albedo) and Ib, Id, and Ig are the monthly mean hourly beam, diffuse, and global solar radiation, respectively.

    = /

    = ( + )/

    = ( )/

    = ( )

    + ( )

    = ()

    + ()

    Where represents the tilt angle; denotes the latitude of the place; signifies the declination angle; and indicates the hour angle.

    The declination angle and hour angle can be calculated as follows:

    =23.45 Sin [360365(284+n)]Here n is day of year Hour angle,

    = (Solar time 12) ×15

    = . []

    ( + )

    = ( )

    The mathematical simulation of solar evacuated tube collectors

    Solar energy captured by the receiver surface of the ETC arrangement

    = ()

    Let represent transmissivity and represent absorptivity, with the assumption that ()av = 0.72.

    The effective thermal energy for the concentrating collector can be expressed as:

    = [ ( )]

    In where is the aperture area and is the receiver (absorber) tube area. heat transfer coefficient overall (); where The temperature of the inlet and outlet fluid, respectively

    The factor of heat transfer

    = [1 (/]

    Fluid mass flow rate

    = Av

    where A stands for the area of inner tube cross-sectional, v stands for mean velocity of working fluid, for working fluid density, for specific heat capacity, and for collection efficiency factor.

    Regarding turbulent flow,

    = 0.0270.813(µµ 0.14)=

    Where the Reynolds numbr can be find from following equation:

    = vµ

    () is the fluid's thermal conductivity; (µ) is the working fluid's viscosity; and () its convective heat transfer coefficient.

    The following formulas can be used to compute the collection efficiency factor:

    1

    =

    1 + / + [2

    + ( )]

    where () is the tube material's heat conductivity and ( and ) are the inside and outside tube dimensions, respectively.

  3. RESULT

    The Liu and Jordan model has been used to compute the total amount of solar radiation that falls on the slanted surface for tilt angles = 15, = , and = + 15for various months of the year in Tripoli. These figures are calculated since 10:00 am to 03:00 pm. In Fig. 2, the average solar radiation at these times is displayed against the month. According to the figure, for every month of the year except August, the tilt angle

    = + 15 yields the highest value of solar radiation. According to the graph, the month of May is when sun radiation peaks.

    Solar Radiation on different tilte

    angles

    7.00

    6.00

    5.00

    4.00

    3.00

    2.00

    = +15

    =

    = -15

    1.00

    0.00

    Jan Feb Mar Apr May Jun July Aug Sep Oct Nov Dec

    IT (MJ/M2)

    Figure. 2 Average solar radiation received by the ETC configuration at different tilt angles over the duration of a day in various months

    Energy received from the ETC configuration

    700

    600

    500

    400

    300

    = +15

    =

    = -15

    200

    100

    0

    Jan Fab Mar Apr May Jun July Aug Sep Oct Nov Dec

    USEFUL ENERGY (KW)

    The usable energy has been determined for various months of the year between 09:30 am and 04:30 pm, taking into account the losses in the evacuated tube collector. Fig.3. illustrates the average usable energy obtained across several months. The figure displays a similar curving trend. This demonstrates that, when collector losses are taken into account, the useable energy that the collector obtains is nearly proportional to the amount of solar radiation that falls on the surface.

    Figure.3 ETC configuration generated useful energy at tilt angles = + 15, = , and = 15 over the course of a day in various months.

    Table. 1, 2 and 3 in the various months of the year, the ETC arrangement generated useful energy from 10:00 am to 15:00 pm tilt angle = + 15, = , = 15

    Table.1: display the useful energy with tilt angle = + 15 in during the day in different months.

    Angle = + 15

    Jan

    Feb

    Mar

    Apr

    May

    June

    July

    Aug

    Sep

    Oct

    Nov

    Dec

    Months

    Time

    469.33

    470.13

    385.99

    468.12

    757.10

    620.72

    587.87

    323.67

    369.84

    604.81

    363.22

    358.47

    10:00

    504.47

    495.79

    416.03

    501.20

    765.43

    625.37

    617.91

    343.70

    398.48

    632.28

    392.72

    397.12

    11:00

    507.34

    502.68

    414.23

    495.74

    770.28

    700.47

    616.95

    337.04

    391.50

    627.52

    393.84

    395.80

    12:00

    528.02

    515.44

    425.52

    505.93

    765.44

    726.21

    634.93

    358.42

    410.12

    635.17

    402.17

    408.17

    13:00

    448.25

    439.66

    356.79

    425.65

    695.48

    650.69

    579.12

    310.20

    352.62

    559.01

    326.09

    331.72

    14:00

    360.25

    338.58

    273.85

    331.95

    692.58

    645.94

    530.25

    298.52

    270.53

    487.25

    233.24

    227.72

    15:00

    Table.2: display the useful energy with tilt angle = in during the day in different months.

    Angle =

    Jan

    Feb

    Mar

    Apr

    May

    June

    July

    Aug

    Sep

    Oct

    Nov

    Dec

    Months

    Time

    352.42

    383.72

    372.24

    434.53

    541.97

    504.44

    506.61

    320.74

    351.21

    434.18

    323.66

    302.19

    10:00

    384.16

    407.83

    396.45

    463.13

    561.02

    621.95

    560.23

    433.54

    378.25

    461.31

    349.78

    337.21

    11:00

    420.63

    447.4

    432.51

    493.82

    592.52

    650.28

    566.66

    367.35

    406.25

    493.96

    385.45

    368.98

    12:00

    402.56

    425.50

    406.94

    468.98

    561.52

    623.25

    560.23

    350.58

    388.59

    466.02

    360.38

    347.05

    13:00

    305.23

    330.25

    319.28

    373.35

    465.89

    590.56

    450.65

    274.56

    310.78

    368.68

    275.87

    264.40

    14:00

    223.54

    249.19

    239.69

    290.58

    395.13

    547.02

    412.56

    218.2

    236.85

    283.56

    189.97

    181.64

    15:00

    Table.3: display the useful energy with tilt angle = 15 in during the day in different months.

    Angle = 15

    Jan

    Feb

    Mar

    Apr

    May

    Jun

    July

    Aug

    Sep

    Oct

    Nov

    Dec

    Months

    Time

    334.56

    367.60

    398.35

    449.50

    480.65

    607.34

    496.75

    341.36

    372.77

    393.45

    330.47

    307.46

    10:00

    335.98

    372.54

    39.34

    453.89

    477.62

    601.66

    497.78

    334.25

    365.74

    392.81

    331.52

    305.14

    11:00

    310.58

    342.85

    364.14

    414.25

    442.32

    574.23

    467.12

    309.85

    338.29

    358.17

    301.89

    275.98

    12:00

    260.45

    293.48

    320.58

    362.78

    390.47

    543.89

    432.52

    278.23

    304.56

    306.25

    255.78

    234.25

    13:00

    187.26

    220.75

    240.89

    284.56

    330.78

    450.21

    388.89

    234.56

    232.58

    230.58

    180.56

    168.24

    14:00

    146.85

    182.56

    205.81

    246.12

    293.74

    411.21

    348.85

    194.41

    188.41

    198.21

    139.12

    127.14

    15:00

  4. CONCLUSION

The usable energy and total radiation seen on the slanted surface during the various months of the year are discovered. We have computed the usable energy and total radiation at three distinct tilt angles(), i.e. , =

, = + 15, and = 15. We discovered that the usable energy and total radiation calculations changed with time. The values in the three tables above change as the time varies from 10:00 am to 15:00 pm. The graph illustrates the change in usable energy. For each of the three tilt angle values, The tilt angle = + 15 yields the highest value of solar radiation for every month of the year except August, it is evident that the useable energy value is highest in May and lowest in December.

REFERENCES

  1. D. Pasad, 2005, Solar Power, The Images Publishing Group Pty Ltd &Earthscan, USA.

  2. Ming Zhang, 2013 "Efficient, low cost solar thermoelectric cogenerators comprising evacuated tubular solar collectors and thermoelectric modules".

  3. S. Suman, M.K. Khan, M. Pathak, 2015 Performance enhancement of solar collectors a review Renew. Q8 Sust. Energ. Rev. 49 192210.

  4. N.S.Sathawane and P.V.Walke, 2015 Development of Cost Effective Solar Thermoelectric Cogenerator with Evacuated Tube Solar Collector, International Journal of Advance Research In Science And Engineering, Vol.(1), pp.212-222.

  5. A. Soteris, Kalogirou, 2004 solar thermal collectors and applications Prog. Energy Combust. Sci. 30 231295.

  6. D. Barlev, R. Vidu, P. Stroeve, 2011 Innovation in concentrated solar power, Soler Energy Mater. Sol. Cells 95 27032725.

  7. F. Mahdjuri, 1979 Evacuated heat pipe solar collector Energy Conversion. 19, 2, 85-90

  8. Neeraj M., Avdhesh Y. 2015 Experimental analysis of thermal performance of evacuated tube solar air collector with phase change material for sunshine and off-sunshine hours. Int. J. Amb. Energy.; 2162-8246.

  9. J. A. Duffie and W. A. Beckman, 1980 Solar Engineering of Thermal Process, John Willy & Sons, New York.

  10. Garg H.P. 2000 Solar Energy Fundamentals and Applications. McGraw Hill Education (India) Private Limited New Delhi,

  11. Goswami D. Yogi Principles of Solar Engineering.

  12. S. A. Klein, 1977, Calculation of Monthly Average Insolation on Tilted Surfaces, Solar Energy, Vol. 19, pp 325-329. doi:10.1016/0038-092X(77)90001-9