performance enhancement of flat plate collectors using distilled water … · 2018-07-15 ·...
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PERFORMANCE ENHANCEMENT OF FLAT PLATE
COLLECTORS USING DISTILLED WATER
A.Senthilkumar1,Jaicharan umakanth2 ,Gautham reddy
3,Hussain kani
4
1Assistant Professor Grade-II , Deaprtment of Mechanical Engineering,Aurupadai Veedu
Institute of Technology,Vinayaka Missions University,Chennai. 2,3,4
Students of Mechanical Enginnering, Aurupadai Veedu Institute of
Technology,Vinayaka Missions University,Chennai.
ABSTRACT
Solar energy is one of the widely used renewable energy that can be
harnessed either by directly deriving energy from sunlight or indirectly. Solar
water heating system, on the other hand, is one of the applications of solar energy
that has drawn great attention among researchers in this field. Solar collectors,
storage tanks and heat transfer fluids are the three core components in solar water
heat applications. In the present work, an attempt has been made to enhance the
heat transfer in solar water heater by using distilled water. Considerable
improvement in the solar collector efficiency is envisaged with increasing of
distilled water and different pitch in the internal grooved tube. The outlet water
temperature is expected to increase with increase of distilled water concentration
and mass flow rate in the turbulent region.
INTRODUCTION
Solar energy is one of the most widely used that can be harnessed
either by directly delivering energy from sunlight or indirectly. Solar water heating
system, on the other hand is one of the application of solar energy but has drawn
great attention amongst researchers in the field. Solar collectors, solar tanks and
heat transfer fluids are the three core components in solar water heater
applications. A typical flat plate collector is a metal box with glass or plastic cover
(glazing) on top and dark colored absorber plate on the bottom. The sides and
International Journal of Pure and Applied MathematicsVolume 119 No. 16 2018, 1813-1834ISSN: 1314-3395 (on-line version)url: http://www.acadpubl.eu/hub/Special Issue http://www.acadpubl.eu/hub/
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bottom of the collector are usually insulated to minimize the heat losses. To find
out the applicability of internal grooved tubes for solar applications replacing the
plain ones. To estimate the performance variation by replacing plain tube with
grooved tube having different pitch. To study the performance of system for
different working fluids such as distilled water and aqueous glycol mixtures.
The essential parts required to construct the conventional liquid flat plate
collector are a transparent cover, selectively coated absorber plate, tubes, container
and thermal insulation material. The transparent cover prevents wind and breezes
from carrying the collected heat away from the absorber plate (convection).
Together with the frame and the cover protects the absorber from adverse weather
conditions. The main part of a flat-plate solar collector is the absorber plate. It
covers the whole aperture area of the collector and hold out three functions: absorb
the maximum possible quantity of solar irradiance, accomplish this heat into the
working fluid, and lose a minimum amount of heat back to the collector
surroundings. Solar irradiance passing through the glazing is absorbed directly on
the absorber plate without intermediate reflection as in concentrating collectors.
Absorber surface coatings have a high absorptance of short-wave length. Usually,
these coatings appear "dull" or "flat" indicating that it absorbs radiation coming
from all directions, and the resulting of the black surface absorb over 95% of the
incident solar radiation.
The internal grooving inside the absorber tube is used for optimized of better
heat transfer rate.The benefits of inner grooving are high surface quality, easy to
form and bend and high recycling value. Due to a micro grooving contact area
inside the absorber tube is increased. Inner grooving increases the ratio between
surface area and volume of the tube material. The heat transfer rate of the inner
grooving tube depends on the number of fins, total thickness, bottom wall
thickness, groove depth, apex or top angle, helix angle, and base material.
To study the flow characteristics in a circular pipe having internal grooved
and finding the variation of plain tube pitch to internal grooved. Heat transfer
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characteristics – Nusselt number in a plain tube and internal grooved fin with water
and nano fluids. Calculation of efficiency and comparison of the performance with
and without grooves on collector tubes. Compare net performance improvement
due to distilled water and aqueous glycol mixtures.
METHODOLOGY AND EXPERIMENTAL VALUES
FABRICATION OF THE FLAT PLATE COLLECTOR
The essential parts required to construct the liquid flat plate collector are
absorber plate, tubes, transparent cover, collector box and thermal insulation
material.Riser tubes are placed parallel to each other and tube center to center
distance is equal. Brass is used to join the riser tube with lower header and upper
header tube. To get a good circulation of working fluid, inlet and outlet should
opposite side of the collector. Riser tubes are integrally fitted with absorber plate
as an aluminum sheet. Due to this more contact area between the absorber plate
and riser tube. The absorber plate is painted with the dull black plate and which act
as a black body. Low iron content glass is provided for the transparent cover of the
collector to reduce the top loss. This cover prevents wind to take the heat away
from the collector. Glass wool is provided the back and side of the absorber plate
of the collector to reduce the thermal loss. The parts of the collector enclosed and
hold up by the wooden frame.
TECHNICAL SPECIFICATIONS
Component Specification
Collector material
Length
Width
Wood
2000 mm
420 mm
Absorber plate material
Length
Width
Aluminium
1850 mm
360 mm
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Thickness
Thermal conductivity of plate
0.6 mm
k= 205 W/m-K
Plate absorpitivity of solar radiation
Plate emissivity for re-radiation
0.94
0.14
Plate to cover spacing 30 mm
Riser tube material:
Outer diameter:
Length of Tube:
Copper
9.52 mm
1900 mm
Riser tube center to center distance
Number of tubes:
120 mm
3
Top and Bottom Header:
Outer diameter:
Inner diameter:
Length of Tube:
Copper tube
15.87 mm
14.07 mm
450 mm
Number of glass cover:
Glass Cover emissivity/ absorpitivity
Thickness of glass cover
Refractive index of glass relative to air
One
0.88
5 mm
1.526
Back insulation material
Thickness
Thermal conductivity of Insulation
Glass wool
50 mm
k=0.04 W/m-K
Table 1: Design of the collector
DIMENSIONS OF TUBES
Component Plain tube 1st Inner grooved tube(G1) 2
nd Inner grooved tube(G2)
Outer diameter (mm) 9.52 9.52 9.52
Inner diameter (mm) 8.52 8.52 8.56
Bottom wall thickness (mm) 0.5 0.3 0.28
Fin groove depth (mm) - 0.2 0.15
Total wall thickness (mm) 0.5 0.5 0.43
Apex or top angle - 53 53
Helix angle - 18 18
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Number of teeth - 60 60
Table 2: Dimensions of the tube
DESIGN APPROACH DETAILS
Heat exchanger
The heat exchanger is a thermal device that transfers the heat from higher to
lower temperature medium. The use of spiral tube heat exchanger is to reduce the
pressure drop and to increase the thermal efficiency. The spiral copper channel is
kept inside the insulated container made of steel. The spiral tube has the hot
working fluid from the collector and the container filled with cooled to carry the
heat from the tube.
Solar radiation measurement
The flux intensity of the global component of solar radiation is measured
using Pyranometer is also called as a direct response. It absorbers all flat spectral
sensitivity of the electromagnetic spectrum. It should be fixed on the surface
parallel to the solar collector surface in order to avoid the shadow on the absorber
plate. The direct beam of solar radiation is measured using the pyrheliometer
apparatus. Thermopile inside the pyrheliometer converts heat from the sunlight to
an electrical signal. The voltage signal recorded in the multimeter is converted into
watt per meter square using numerical formula.
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Figure 1: Photographic view of Pyranometer and Pyrheliometer
Pyranometer Pyrheliometer
Make LP Pyra Make EPlab
Instruments
Spectral
Range
305nm/
2800nm
Voltage 0-10mv
Table 3: Specification of Pyranometer and Pyrheliometer
Temperature measurements
Thermocouples are used to measure all temperatures such as inlet
temperature, outlet temperature, ambient temperature, plate and cover temperature.
The thermocouple works on the principle of Seebeck effect which means that
generation of electromotive force wherever the temperature difference between the
dissimilar metals. The K-Type thermocouple is made with the combination of
chromium and aluminum junction. The sensitivity of K-Type thermocouple is
approximately about 41μV/oC.
Figure 2: Photographic view of Temperature indicator with Thermocouple
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Thermocouples with Temperature indicator
Type K- Type
Make Scientific Instruments, India
Measurement Range -50oC to 1300
oC
Operating Range 0oC to 50
oC
Table 4: Specification of Thermocouples with Temperature indicator
Wind velocity measurement
The anemometer is to measure the wind speed at the top of the collector. It
can be classified into 2 types, namely a measure of wind pressure and a measure of
wind speed. The measured values are integrated to get the average wind velocity
for each 15 minutes of testing time.
Experimental Setup
The schematic diagram of the newly developed solar flat plate collector is
shown below.
Fig.3. Schematic diagram of experimental test setup
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The experimental setup is a closed loop consisting of liquid flat plate solar
collector, heat exchanger, storage tank and liquid pump respectively. The solar flat
plate collector is facing south with a tilt angle of 22oC and absorbs the heat from
the solar and transfers to the working fluid. The heat exchanger helps to control
and adjusts the inlet fluid temperature as required value to the solar collector. The
purpose of the heat exchanger is transfer heat from the outlet fluid of the collector
to cold water around the coil. The cooled outlet water from the heat exchanger is
finally stored in the insulated tank with thermacol. The quarter HP pump is used to
circulate the liquid across over the tube of the collector with the help of an
alternative current motor. The mass flow rate can be adjusted to the desired value
with the aid of bypass just about the pump.
NUMERICAL EQUATIONS FOR FLAT PLATE COLLECTOR
Convective heat transfer coefficient( hi )
The properties of the fluid are taken from the heat and mass transfer data
book. The properties are to be evaluated at fluid average temperature. The type of
flow is identified from the value of the Reynolds number.
Reynolds Number (Re)
Nusselt number
Laminar flow: Fully developed thermal layer
L>>D
The coefficient of heat transfer (hi) is calculated from the Nusselt Number.
Collector heat removal factor and overall loss coefficient
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Bottom loss coefficient
Side loss coefficient
Where, L1*L2 - dimension of the absorber plate in meter
L3 - height of the casing in meter
Top loss coefficient
Empirical equation for the top heat loss coefficient is given by
Where,
Collector efficiency factor
The tubes are fabricated integral with the absorber plate.
Heat removal factor
Useful heat gain
The above equation is a Hottel Whillier Bliss Equation
Heat loss from the collector
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Instantaneous efficiency
For theoretical
For experimental
Where, ∆t = To - Tfi
RESULTS AND DISCUSSIONS
It is seen that the values of the useful heat gain and efficiency increase
sharply from 10 AM to around noon and then drop sharply to 3 PM. The
instantaneous efficiency and solar radiation are valid for every 30 minutes on the
side of the instant considered. The variation obtained is typical for a solar flat plate
collector and indicates that the strong dependence of these factors on the amount of
radiation incident on the collector is shown in fig4.
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Figure 4: Peak temperature variations in day
Experimental efficiency of solar collector in plain tube(m=0.01lph)
Figure 5. Variation of theinstantaneous efficiency of a plain tube collector over a
day (10AM to 3PM) at different lph.
Experimental efficiency of solar collector in grooved tube I(m=0.01lph)
Figure.6: Variation of the instantaneous efficiency of a grooved tube I collector over a
day (10AM to 3PM)
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Experimental efficiency of solar collector in grooved tube II (m=0.01lph)
Figure.7. Variation of theinstantaneous efficiency of a grooved tube II collector over a
day (10AM to 3PM)
Where R = (water flow inlet – Tamb)/Ig
From the above graphs the efficiency obtained from grooved tube is higher
than that of compared to the plain tube. Now the same apparatus is said to be
run by another mass flow rate of m=0.02 lph.
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Experimental efficiency of solar collector in plain tube(m=0.02lph)
Figure.9. Variation of theinstantaneous efficiency of a plain tube collector over a day
(10AM to 3PM)
Experimental efficiency of solar collector in grooved tube I(m=0.02lph)
Figure.10. Variation of the instantaneous efficiency of a grooved tube I collector over a
day (10AM to 3PM)
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Experimental efficiency of solar collector in grooved tubeII(m=0.02lph)
Figure.11. Variation of theinstantaneous efficiency of a grooved tube II collector over a
day (10AM to 3PM)
Experimental efficiency curves in plain tube m=0.01lph (time vs solar
radiation , efficiency)
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Figure.12.Variation in efficiency and solar radiation across time
Experimental efficiency curves in plain tube m=0.02lph(time vs solar
radiation , efficiency)
Figure.13.Variation in efficiency and solar radiation across time
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Experimental efficiency curves in grooved tube I m=0.0lph(time vs solar
radiation , efficiency)
Figure.14.Variation in efficiency and solar radiation across time
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Experimental efficiency curves in grooved tube I m=0.02ph(time vs solar
radiation , efficiency)
Figure.15.Variation in efficiency and solar radiation across time
Experimental efficiency curves in grooved tube II m=0.01ph(time vs solar
radiation , efficiency)
Figure.15.Variation in efficiency and solar radiation across time
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Experimental efficiency curves in grooved tube II m=0.02ph(time vs solar
radiation , efficiency)
Figure.16.Variation in efficiency and solar radiation across time
CONCLUSIONS
Based on the analysis of circular plain tube and inner groove tube as absorber
tube of the solar collector, the following conclusion can be made that efficiency
obtained from internal grooved tubes is much better than that of compared to plain
tube.
The result shows that the efficiency of the liquid flat plate collector is
significantly increased with the use of helical inner grooved absorber tube
having a higher pitch.
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The heat transfer rate and pressure drop in the smooth and groove tube
areincreases, but friction factorsincreases with the increasein Reynolds
number.
The heat carrying capacity of inner grooved solar flat plate collector is quite
higher than the plain tube collector.
The size of the collector is reduced and had an advantage ofreduction of
absorber material cost.
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