Performance Efficiency of Jacketing Materials in Relation to Emissivity on Environmental Conservation in Insulated Steam Pipes

DOI : 10.17577/IJERTV4IS080219

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Performance Efficiency of Jacketing Materials in Relation to Emissivity on Environmental Conservation in Insulated Steam Pipes

Osore E. A. E

Department of Mechanical and Industrial Engineering Masinde Muliro University of Science and Technology Kakamega, Kenya

Abstract Emissivity is the focus of this study because it is only on the surface of the pipes that, in addition to convection, heat is emitted and dissipated to the atmosphere by radiation. Research has shown that, with steam pipes insulated, substantial quantities of heat energy are still wasted daily in industrial plants nationwide because of thermal radiation which is subsequent to the emissivity factor of the radiant sources surface. These thermal heat losses pose great challenges which include high fuel consumption and consequently environmental pollution. Therefore, any undue loss of heat can seriously affect the environment at large. Insulated pipes are usually jacketed to protect the insulation and/or for aesthetic purposes. But due to a difference in the thermal properties and characteristics of these jacketing materials, it is necessary to assess if they can be utilized for improving the effectiveness of the insulation and curb the said challenges. Therefore, this experiment involved measurement of surface temperatures of three different jacketing materials namely aluminium, galvanised steel and cloth each at different operating temperatures. Then the heat loss and pollutant emissions were calculated for each material used and the results analysed by ExcelTM computer software. It was deduced that, the presence of jacketing materials improved the effectiveness of pollution control by 4.9% to 5.5% depending on the emissivity of the jacketing material used. Low emissive aluminium ( = 0.04) recorded the lowest pollutant emissions than the high emissive cloth ( = 0.90), thus being optimum for improved environmental conservation. Also, as a design factor, emissivity was found to be directly proportional to environmental conservation by having positively strong correlations to pollutant emission.

Keywords Emissivity, environmental conservation, Jacketing materials, pollutant emission, thermal insulation, steam pipes.

  1. INTRODUCTION

    Thermal insulation is a major provision which assists a designer in fulfilling the vital economic need of preventing loss of available heat energy. According to Robert and Collins (2007), insulation is defined as a material or combination of materials, which retard the flow of heat. Mechanical insulation is primarily used for energy conservation. There are three primary reasons to conserve energy: Energy (minimizing the

    use of scarce natural resources), Economics (maximizing return on investment and minimizing the life cycle cost), and Environment (minimizing the emissions associated with energy usage). In conjunction with the benefits associated with conserving energy resources, insulation contributes to the reduction in emissions associated with using those energy resources. Since fossil fuels are the primary source of energy in developed countries, a reduction in energy usage will translate into a reduction in emissions from the burning of fossil fuels. The primary products of combustion of fossil fuel are CO2 and water vapour. Both are considered greenhouse gases (NMIC, 2012).

    Table 1: The weight concentration of the significant atmospheric pollutants in (ppm) for solid fuels like coal, bagasse, wood and charcoal

    Chemical formulae

    Weight concentration in parts per million

    kg/m/106 W

    CO2

    309.97

    NOx

    0.83

    CE

    84.46

    (Source: ASTM C585, 1994)

    For CO2: 309.97kg of CO2 is produced in every 106 W of heat per year;

    For NOx: 0.83kg of NOx is produced in every 106 W of heat per year;

    For CE: 84.46kg of CE is produced in every 106 W of heat per year

    Calorific value of bagasse = 4942.75 W/kg (Hugot, 1986) The excess bagasse = (1)

    Table 2: Excess bagasse burnt due heat loss per year per meter of pipe

    Control experiment

    Aluminium E=0.04

    Galvanised steel E=0.28

    Cloth E=0.90

    Ti

    Q/hr (W/m)

    bagasse kg/yr/m

    Q/hr (W/m)

    bagasse kg/yr/m

    Q/hr (W/m)

    bagasse kg/yr/m

    Q/hr (W/m)

    bagasse kg/yr/m

    100

    826849.8

    167.3

    136263.5

    27.6

    229365.6

    46.4

    233824.0

    47.3

    150

    1176113.0

    237.9

    204513.3

    41.4

    371791.5

    75.2

    428856.4

    86.8

    220

    1795524.0

    363.3

    365524.4

    74.0

    587675.8

    118.9

    673307.0

    136.2

    300

    2666483.7

    539.5

    538563.1

    109.0

    931144.2

    188.4

    1053365.1

    213.1

    350

    3229140.2

    653.3

    662867.4

    134.1

    1130463.8

    228.7

    1306781.3

    264.4

    500

    4943977.3

    1000.2

    1081590.8

    218.8

    1736487.7

    351.3

    1991102.3

    402.8

  2. MATERIAL AND METHODS

    Experimental Design

    The experiment was carried out at Mumias Sugar Company limited in the Kakamega county of Kenya. The experiment was a 1- factor completely randomized design with a comparative objective. The jacketing materials selected comprised of high emissive cloth (= 0.90), moderate emissive galvanized steel (=0.28) and low emissive aluminium (=0.04) to check for a significant change in the performance of thermal insulation parameters of energy conservation for the above different emissivities. Hence, the design termed as a randomized with a comparative objective. The experiment was a 1- factor completely randomized design with a comparative objective.

    Instruments

    The instrumentation used to make the necessary measurements included:

    1. NiCr-Ni alloy digital thermometer (00C 19600C) for temperature indication.

    2. Surface contact and point contact type thermocouple probes compatible with the temperature indicator.

    3. Mercury thermometers (0 -100 0C and 0 -3600C) for temperature verification.

    4. Vernier callipers and meter rule for measuring pipe diameter and span length.

    5. Aluminium, galvanised steel and cloth jacketing materials of emissivity 0.04, 0.28 and 0.90 respectively (read from manufacturers tables for the material).

    6. Hot water and steam pipes made of steel and insulated with glass fibre, each of Ø100mm at process temperatures of 100, 150, 220, 300, 350 and 500 0C where the jacketing materials were wrapped on the surface interchangeably.

    Experimental set up

    Fig 1: Experimental arrangement for data collection

    Surface temperatures were measured by phsical contact between the thermocouple sensor and the surface of the jacketing materials as shown in fig1. For each jacketing material wrapped interchangeably, the measurements were taken on a chosen steam pipe over six random spans of 1 m each and in each span further sub readings were taken at intervals of 300mm. The average of the sub readings represented the surface temperature reading over the respective span. Subsequently, the average of the six span readings represented the outside surface temperature for the respective jacketing material at that particular process condition. The ambient temperature was measured by holding the thermocouple probe in the air at a meter distance from the insulation system surface. This temperature was measured separately against each reading of the insulation system surface temperature. For consistency and comparative purposes, it was aimed at having all readings in still air (indoor environment at wind speed of 0.3 m/s). This was to ensure that the temperature readings were recorded at a particular wind speed, since wind speed (nuisance factor) affects Tos. The following process temperatures adopted by the experiment were found in the respective locations in the company.

  3. RESULTS AND DISCUSSION

From Error! Reference source not found. the effectiveness of insulation to provide environmental conservation is indicated by the rate of pollutant emitted to the atmosphere as a result of the excess fuel used to compensate for the heat lost in the system so as to maintain the process. The lower the rate of gaseous emission, the better the performance of the jacketing

materials and consequently the more effective it is in conserving the environment and fuel usage. The three main gases considered to be associated with greenhouse effect were CO2, NOx and CE and the total rate of gaseous emission was calculated in accordance to ASTM C585 where the weight concentration of the various greenhouse gases are given for solid fuels. Table 3 shows the summary of the gaseous pollutant emissions for the respective jacketing materials.

Table 3: Summary of the total greenhouse pollutants emitted to the atmosphere per year due to excess bagasse used in the furnace to compensate for the heat lost when various jacketing materials are incorporated in insulation

Ti

Total pollutants emitted (kg/m/yr)

Pearsons Correlation (R) of

with pollutants

Bare pipe

Control exp

Aluminium

=0.04

Galvanised steel

=0.28

Cloth

= 0.90

100

934.53

182.44

42.18

46.10

47.34

0.7432

150

1932.78

264.51

66.60

78.66

89.70

0.8647

220

3838.34

412.82

125.03

130.07

144.44

0.8774

300

6913.14

624.68

186.86

214.28

231.78

0.8556

350

9432.72

762.66

230.19

263.74

291.01

0.8751

500

20627.87

1145.69

343.22

383.78

440.88

0.8782

Mean

7279.88

565.47

165.68

186.11

207.53

Effectiveness

0.922

0.977

0.974

0.971

=0.04

Galvanised steel

=0.28

Cloth = 0.90

1000.00

800.00

600.00

400.00

200.00

0.00

Annual Pollutant emission vs

Operating temperature

1400.00

1200.00

Aluminium

Pollutant emissions (kg/m/yr)

Also, the graph of the pollutant emissions against Ti for each of the jacketing material in the above table is plotted in fig 2.

Operating tempearures, Ti (oC)

Control

experiment

0 200 400 600

Fig 2: Graphs of annual pollutant emission vs. Ti for the jacketing materials

Discussion

The amount of pollutant emitted depends on the rate of heat loss, and consequently an increase in the operating temperature means an increase in the pollutant emission. From the above table, the mean total pollutants for the control experiment, aluminium, galvanized steel and cloth jacketing are 565.47, 165.68, 186.11 and 207.53 kg/m/yr respectively. These correspond to performance effectiveness, calculated with respect to the mean pollutant emissions of the bare pipe of 92.2, 97.7, 97.4, 97.1% respectively. For the three jacketing, Aluminium of lowest emissivity ( = 0.04) exhibited the least rate of pollutant emission of 165.68 kg/m/yr, which is equivalent to the highest effectiveness of

97.7%. While cloth of highest emissivity ( = 0.90) exhibited the highest rate of pollutant emission of 207.53 kg/m/yr which is equivalent to the lowest effectiveness of 97.1%. Therefore, Aluminium jacketing proves to be the best of the three when energy conservation is the design criteria of the insulation. When a control experiment was conducted, the mean pollutant emission was the highest of all with 565.47 kg/m/yr which equivalents to the least effectiveness of 92.2%. This shows that the presence of jacketing contributed to environmental conservation by approximately 4.9 % (97.1 92.2 %) to 5.5% (97.7 92.2 %) for high and low emissive jacketing respectively. This is well illustrated by the above graph of pollutant emission vs. Ti which depicts that Aluminium with low emissivity = 0.04 allows less gases to the surrounding compared to Galvanized steel and Cloth of emissivity of 0.28 and 0.90 respectively for all the operating temperatures, thereby reducing the extra amount of bagasse burnt to compensate for the lost heat and consequently the amount of the gaseous emissions to the atmosphere. According to NMIC and Calvert, reduction in fuel usage will translate into a reduction in emission from burning the excess fuel. These green- house gases are components of the atmosphere that contribute to green-house effect. Based on the observed results, Aluminium proves to be the best of the three jacketing since it emits the least gases. Hence, low emissive jacketing is the optimum jacketing for environmental conservation designs.

Analysis of variance

The only factor being investigated is the emissivity of jacketing. There were 6 replicates for each treatment. The replicates are the calculated pollutant emission at Ti = 100,150,220,300,350 and 500o C. The treatment levels are the three emissivities of the jacketing. Using ExcelTM, the following ANOVA table for a single factor at a significance level of 5% was generated

Table 4: ANOVA for pollutant emission

Groups Count Sum Average Variance

Ti = 100 oC

3

236.9419

78.98062

474.0618

Ti = 150 oC

3

397.3034

132.4345

2123.945

Ti = 220 oC

3

642.8988

214.2996

3942.648

Ti = 300 oC

3

997.2782

332.4261

11302.92

Ti = 350 oC

3

1225.361

408.4537

17299.16

Ti = 500 oC

p>3

1900.893

633.631

34395.5

ANOVA

Source of

Variation SS df MS F

Between

CONCLUSION

Proper selection of Jacketing materials should be incorporated in the design of insulation because it improves the overall performance of insulation rather than being used for exterior protection and aesthetic use only. The presence of jacketing materials does improve the overall performance of insulation designs. When control experiments were conducted the mean values of pollutant emissions were the highest compared to the mean values recorded when the jacketing materials were in place as shown in Table 3 with an effectiveness range of 4.9% through 5.5%.

Groups

625186.9

5

125037.4

10.78866 highest emissivity of 0.90 recorded the highest mean poluttant

Within Groups

139076.5

12

11589.71

emitted compared to Aluminium with the lowest emissivity of

In the selection of the jacketing materials, the criteria is that the lower the emissivity of jacketing materials the better the performance in environmental consevation. Cloth with the

Total 764263.4 17

** 0.05 significance level For relationship analysis, let:

Ho: There is no linear relationship between any of the , under consideration, and pollutant emissions (population means for the various treatments are equal) H1: There exists a functional relationship between pollutant emission and . True if Fcalc > Fcrit.

From the ANOVA table:

The critical value of F (Fcrit) from Excel = F.INV (0.95, 5, 12) = 3.11

The calculated value of F (Fcalc) = MSE/MSR = 125037.4/11589.71 = 10.79

Since Fcalc > Fcrit, Ho is rejected and it is concluded that at 95% confidence level, there is sufficient evidence that a relationship exist between pollutant emission and .

By the comparison of two sample variance technique, in hypothesis testing using F-test, pollutant emission and hence environmental conservation is directly proportional to emissivity of jacketing. This is also illustrated by the positively high correlation coefficients (R) in Error! Reference source not found. and the positively sloped correlation curves in fig 3.

Fig 3: Correlation graphs of pollution emission vs

0.04 which recorded the lowest mean pollutants emission. Hence, jacketing materials with low emissivity allows less pollution in the system and are thus the optimum.

ACKNOWLEDGMENT (Heading 5)

Sincere gratitude goes to the almighty God for the gift of life. Secondly, I thank the entire staff of the Mechanical and Industrial Engineering, Chemistry and Physics departments of Masinde Muliro University of Science and Technology, for the knowledge, equipment and financial (scholarship grant) support. Appreciations to the University library fraternity for its effort towards equipping the facility with useful and up to date online access to research and data review resource materials. Thanks to the entire management of Mumias Sugar Company Ltd for the permission granted to conduct the data collection exercise and their technical support they offered on the ground. Lastly, thanks to the National Council for Science, Technology and Innovation (NACOSTI) for their research grant offered to facilitate the project.

REFERENCES

  1. American Society for Testing and Materials (1994): Standard Practice for Determination of Heat Gain or Loss and the Surface Temperatures of Insulated Pipe and Equipment Systems by the Use of a Computer Program,(C 680), Philadelphia, PA, Annual Book of ASTM Standards Vol. 04.06.

  2. American Society of Heating, Refrigeration, and Air Conditioning Engineers (ASHRAE) (1999): Energy Efficient Design of New Buildings National Voluntary Consensus Standard 90.1

  3. American Society of Testing and Materials (1990): Thermal Insulation, Annual Book of ASTM Standards Vol. 04.6.

  4. Andrew. P (2006) Developing an Energy Management System for Strategic Energy Management. Module 4.http/www.seaV.Vic.Govau Ireland File:IIE Energy Management viewed on August 2013

  5. Bhatia A. (2012): Process Plant Insulation and Fuel Efficiency, A PDH online Course M156 (4 PDH). (www.pdhonline.org/courses/m156/m156content.pdf ). Accessed on 16.08.2012

  6. Box, George E.P. et. Al (2007): Statistics for Engineers: An Introduction to Design, Data Analysis, and Model Building. New York: John Wiley & Sons.

  7. Cengl Y. A (2007): Heat and Mass Transfer-A Practical Approach, 3rd Edition, McGraw Hill Publishers.

  8. Chang-Da and Issam Mudawar (2002): Experimental Investigation of Emissivity of Aluminium Alloys and Temperature Determinations using Multispectral Radiation Thermometry (MRT) Algorithms. JMEPEG VOL 11:551-562. ASM International

  9. Eastop and McConkey, (1994): Applied Thermodynamics, 5th Edition, Longman Singapore Publishers Pte.

  10. Gupta S.C (2005): Thermal Engineering, 5th Edition. Pearson Education Publishers Ltd, Singapore.

  11. Harold, J.S. (1958), Criteria of Good Research, Phi Delta Kappan, Vol. 39.

  12. Hugot, E. (1986), Handbook of Cane Sugar Engineering, 3rd Edition,

    Elsevier, New York

  13. Innovative Insulation Inc., Saving a World of Energy, The Physics of foil-how radiant barrier works: Heat gain/loss in buildings (http://www.radiantbarrier.com/physics-of-foil.htm) accessed on 01.10.2013

  14. Khurmi R.S and Gupta J.K (2007): A Textbook of Thermal Engineering, 15th Edition, S. Chand and company Ltd, Ram Nagar, New Delhi- 110055, SI Units.

  15. Nagpal G.R (2002): Power Plant Engineering, 5th Edition, Khanna Publishers, New Delhi, India.

  16. National Mechanical Insulation Committee (2012): Mechanical Insulation Design Guide, (http://www.wbdg.org/design/midg_installation.php).Accessed on 01.10.2012.

  17. National Mechanical Insulation Committee (NMIC) (2012): Mechanical Insulation Design

    Guide(http://www.wbdg.org/design/midg_design.php).Accessed on 01.10.2012

  18. NIST (2003): Engineering Statistics Handbook

    http://www.itl.nist.gov/div898/handbook/ (accessed on 01.10.2012)

  19. Orlove, Gary (2012): Thermographic measurement techniques- measuring emissivity, infrared training centre (http://irinformir.blogspot.com/2012/02/thermographic-measurement- techniques.html#more)

  20. Oyuke J(2006): State to spend Ksh. 20 million on Energy control. World Bank World Development Report: A Better Investment for everyone. Oxford University Press.

  21. Robert H.M and Collins J.H (2007): Handbook of Energy Conservation,

    volume 2, CBS Publishers and distributors. New Delhi, India.

  22. SofTecp. Naima 3E Plus. (1996). Grand Junction, CO.

  23. U.S. Department of Energy (1995): Energy Efficiency and Renewable Energy, Office of Industrial Technologies Washington, D.C. 20585 from September 1995 ORNL/M 4678.

  24. UK. Department of Environment; Fuel efficiency Booklet- FEB 019- Process Plant Insulation and fuel efficiency-ETSU, BRESCU-UK (www.esru.strath.ac.uk/EandE/Sitevisits/FEB019_Process_Plant_Insulat ion.pdf ), viewed on 20.09.2012

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