A STUDY ON THE EFFECTS OF THE USE OF THERMAL INSULATION IN PLATE HEAT EXCHANGERS Maria Fernanda Côrtes Bastos Maia1, Sérgio Ricardo Lourenço2, Deovaldo de Moraes Júnior3 Abstract The present study analyzed the importance of thermal insulation in plate heat exchangers, in order to increase the efficiency of these equipments. The experimental work was carried out in laboratory at Universidade Santa Cecília. The study analyzed experimentally the performance of different types of insulations by comparison of the results of heat transfer in equipment insulated and uninsulated, within the same operating conditions. A 5% level of significance variance analysis (Anova) was carried out to compare the averages. The analysis was performed by quantifying the heat received by the cold fluid (water), heat lost to the environment, methods of thermal performance of the heat exchangers. The responses showed that ceramic wool was the best performance for thermal efficiency of the equipment with the outlet temperatures averages of 43.7°C (316.85 K), 24,17 W of heat lost to the environment and thermal effectiveness (ε) of 1.24%, under the conditions proposed. Index Terms Energy conservation, efficiency, insulated plate heat exchangers. energy INTRODUCTION The concern with the issue of the energy efficiency in the industry has gained relevance both in the national and the international scenarios, and this is one of the guides of the economy. In addition to the economic aspect, the manner in which the process interacts with the environment, occupies each time more room as a propulsion agent in projects of energy efficiency. Nowadays the industrial plants must consider in their projects the efficient utilization of the energy associated with clean technology as a way to increase the competitiveness of the company [1]. The heat transfer is largely utilized in the industry, in various segments of the economy. Its efficient usage is of utmost importance in the decrease of the use of energy resources and in the determination of the cost of energy. This research has been targeted at establishing the relevance, in terms of efficiency, of the use of thermal insulation in the plate heat exchangers although it is not a customary practice. Utilizing the thermal insulation in these equipments means modifying the condition in which the heat transfer occurs, once the insulation reduces potentially the heat flow 1 2 3 to the environment. This happens due to the decrease of the thermal conductivity and the increase of the thickness of the wall. The choice of the insulator and the thickness determines the reduction of the heat flow to the environment. Therefore, improving the thermal transfer of the equipment, with the utilization of thermal insulators, depends on the reduction of the heat flow to the environment and the absorption of this heat to the cold fluid. Minimizing the heat lost to the environment, through the thermal insulation, is an opportunity for an improvement of efficiency in the final use of the vapor and consequently, a reduction of the consumption of energy for its production. In this respect, the purpose of this work is to evaluate the thermal performance of the plate heat exchangers in pilot-scale to different conditions of insulation, having as a paradigm the heat exchanger without the insulation. FUNDAMENTAL EQUATIONS Kandilli and Koclu [2] presented several studies related to Laws of Thermodynamics as a way to evaluate the performance of the exchangers. Among the studies there is the study done by Yilmaz et al. [3], which analyzed the performance of the heat exchangers in general under the optics of the Second Law of Thermodynamics, utilizing the entropy and the exergy as parameters of evaluation. Ogulata et al. [4], under the same optics, presented studies with plate heat exchangers, working in counter-current. Focusing on the recovery of the heat lost, also applying the Second Law of Thermodynamics, Naphon [5] presented in his study the analysis of a shell and tube heat exchanger which utilizes hot and cold water as fluids. Departing from the experimental and theoretical results the study was able to determine the effects of the conditions of input of the fluids on the characteristics of heat transfer, the generation of entropy and the loss of exergy. Gut [6] utilized techniques of optmization to determine the optimal configurations of the plate heat exchangers and Fernandes [7] studied the thermal hydraulic performance, in a specific type of plates, also for the plate heat exchangers. Evaluating the performance of the heat exchangers, in accordance with the Laws of the Thermodynamics is a way to determine the heat transfer rates in these equipments and the effects of the mass flow and of the temperature. Another consequence of the evaluation of the thermal performance of Maria Fernanda Côrtes Bastos Maia - Universidade Federal do ABC , Av. dos estados, 5001, Santo André, São Paulo, Brazil, [email protected]. Sérgio Ricardo Lourenço- Universidade Federal do ABC , Av. dos estados, 5001, Santo André, São Paulo, Brazil, [email protected]. Deovaldo de Moraes Junior, Universidade Santa Cecília –Rua Oswaldo Cruz, 277, Santos, São Paulo, Brazil, [email protected]. DOI 10.14684/SHEWC.13.2013.10-14 © 2013 COPEC July 07 - 10, 2013, Porto, PORTUGAL XIII Safety, Health and Environment World Congress 10 these equipments is to determine the optimal operation condition [2]. A heat exchanger which utilizes as hot fluid the vapor and as cold fluid the water and which changes to the liquid state, at a temperature below its vapor point, will have a small parcel of its heat supplied in the way of sensitive heat. Its application can be represented in the way of the “(1)” and “(2)”, which express the heat rate supplied by the hot fluid and the heat rate received by the cold fluid, respectively. qs whf ,out . hlv whf ,out .c p T (1) qr wcf ,out .c p T (2) The difference between the heat supplied by the system and the heat received by the cold fluid is determined by “(3)”. qls q s qr (3) The evaluation of the thermal performance of the heat exchangers is an important tool in the choice of the final configuration of this equipment. Bejan et al. [1] state that the mere calculation of the heat transfer is not the determining factor of the project of the equipment. Factors as the currents, the energy required for their circulation and the easiness of maintenance are examples of conditions which affect the project of the heat exchanger. In this context, the application of methods of analysis of thermal performance of the exchangers may help in the construction and in the subsequent evaluation of the equipment. Wang et al. [8] emphasize as one of the methods broadly utilized in the industrial practice for the project of the plate heat exchangers, the thermal effectiveness methods (ε - NTU). This method of evaluation of the thermal performance of the heat exhangers is based in the relations of thermal effectiveness and the number of units of transfer of the heat exchanger. According to Kandilli and Koclu [2] the thermal effectiveness (ε) is an important parameter for the studies of projects of the plate heat exchangers. It relates the rate of the heat effectively transferred with the maximum transfer rate which can be reached, as “(4)”. q qmax NTU UA C min (5) For equipments in which there is a phase change, as the evaporator, heaters that use the vapor and condensers, the parameter R is 0 (zero), due to the fact that one of the fluids remains at a constant temperature throughout the exchanger. Therefore, its thermal capacity or effective specific heat is, by definition, equal to infinite [9]. In this case the expression which determines the thermal effectiveness at parallel flow, cross flow and counterflow is defined by “(6)”. 1 e NTU (6) EXPERIMENTAL WORK The experimental unity utilized was composed basically by an electric steam generator with a steam production capacity of 20 kg/h, a pressure reducing valve in the vapour line, four temperature indicators, a rotameter and a plate heat exchanger with an area of 0,032 m2 per plate. The experimental system is schematically shown in Fig. l. (1) water tank for boiler charging; (2) pump; (3) check valve; (4) gate valve; (5) boiler; (6) discharge; (7) electric heater; (8) level visor; (9) control panel (10) pressure gauge; (11) pressure switch ; (12) lifting ring; (13) discharge valve; (14) relief valve; (15) steam discharge duct; (16) vapor flow rate control valve; (17) insulated steam pipe; (18) gate valve; (19) gate valve; (20) pressure reducing valve; (21) pressure gauge; (22) ) insulated steam pipe; (23) insulated PHE; (24) inlet vapor temperature indicator; (25) outlet vapor temperature indicator; (26) gate valve; (27) outlet collector; (28) outlet collector; 29) gate valve; (30) inlet water valve; (31) rotameter; (32) heater; (33) inlet water temperature indicator; (34) outlet water temperature indicator; (35) gate valve. (4) In addition to the thermal effectiveness, another important factor to evaluate the performance of the exchanger is the number of transfer units (NTU), which is defined by the relation between the global coefficient of thermal transfer (U), the transfer area and the lowest thermal capacity between the fluids, as shown in “(5)”. FIGURE I – The experimental system In order to represent the behavior of different insulators, the following materials were tested: ceramic wool, rock wool, ceramic cloth, microporous plate, for the external coating of the heat exchanger. Subsequently, utilizing the same pilot installation, the performance was evaluated using the insulators inside the heat exchanger. For that only the © 2013 COPEC July 07 - 10, 2013, Porto, PORTUGAL XIII Safety, Health and Environment World Congress 11 ceramic cloth and the natural rubber were chosen, as both have appropriate shape and compactness to cover the flat extension of the plates and sustain the pressure from the shutting of the exchanger, respectively. The insulators were applied to the fixed and mobile plates of the exchanger as they were considered the regions of the exchanger with great area of heat transfer. We tested the performance of the heat exchanger without thermal insulation and subsequently with all the insulation conditions mentioned, with the purpose of evaluating the performance of each insulator in the external and internal coatings. The procedures utilized in the experiment were divided in 3 phases: preparation, pre-operation and operation. In the preparation phase it was necessary to correct the pH of the water stored in the the boiler and in the pre-operation phase it took approximately 45 minutes for the pressure for the operation to reach 7,5 kgf/cm². Once this pressure was reached, the vapour output valve was open and the vapour flow was restricted by the reduction valve, before getting inside the heat exchanger. This condition represented an absolute pressure of 1,6 kgf/cm², which corresponds to a vapour temperature of 113,3 °C. In the operation phase the input and output temperature and flows of the fluids were verified through reading and analogical thermometers, located in wells in the inlet and outlet of the heat exchanger. The output of the cold fluids (water) and hot fluids (condensated vapour) were collected with recipients and then weighed for the calculation of flows respectively. Some additional devices were installed in order to guarantee the maintenance of the operating conditions such as a reduction valve and a temperature control system for the inlet of the water composed by a thermal heater and thermal control shower. This procedure prevented the inlet water temperature to vary with the environmental temperature. Fig. II shows the heat exchanger with the insulators studied. (a) ceramic wool; (b) rock wool; (c) ceramic cloth; (d) microporous plate; (e) inside ceramic cloth; (f) inside natural rubber. FIGURE II – Plate heat exchanger with differentes insulators. Considering the conditions of repetition in which the experiments were conducted, (6) replicates for each condition of isolation, the results for the successive variations were estimated random errors, calculated to determine the uncertainty of values. The uncertainty analysis for temperature was ± 0,38ºC and the propagated uncertainties of the lost heat was ± 31,77 W. RESULTS AND DISCUSSION The experiments were evaluated for three different analyses. The first analysis was the heat lost considering the operational conditions presented. In the comparison between the averages, the results indicate a small reduction in heat loss, as seen in Figure III. Under the analysis of the ANOVA, at the level of 5% of significance, there was significant difference in the behavior of the heat loss with the variation of the insulation condition. FIGURE III – Heat loss with the variation of the insulation condition With regard to the cold fluid outlet, the results indentify that the averages of the highest temperatures of water output indicate the insulation with ceramic wool, with a maximum temperature increase of 17 °C with relation to the paradigm without insulation. Fig IV shows the outlets temperatures. FIGURE IV – Outlet temperatures © 2013 COPEC July 07 - 10, 2013, Porto, PORTUGAL XIII Safety, Health and Environment World Congress 12 The analysis of the thermal performance of the heat exchanger under different insulation situations was carried out with the method of thermal effectiveness (ε- NUT). For the purpose of application of this method of thermal performance of the heat exchangers, it was considered that the vapor only changes phase when running through the last plate for the determination of the thermal effectiveness (ε). Observing the results obtained for the analysis of the thermal performance it was possible to identify the insulator ceramic wool as having the best thermal performance, for the conditions studied, as shown by the curves of Figures V, VI and VII. With a view to the statistical validation of this conclusion the results of the e- NUT were analyzed under the views of the ANOVA at the level of 5% of significance, with the purpose of verifying the existence of significant difference among the results. The analysis of the ANOVA proved the graphic behavior, identifying the ceramic wool insulation as having the best thermal performance under the conditions tested. Table 1 summarizes the results of the experiments in terms of the average as a way to illustrate the best performance under the conditions of insulation tested. TABLE 1 - Summary of results Evaluated parameter Lost heat Best performance Ceramic wool Statistics significance. (α = 0,05%) Significant Cold fluid outled temperature Ceramic wool Significant Thermal effectiveness Ceramic wool Significant CONCLUSIONS FIGURE V – Overall heat transfer coefficient (U). FIGURE VI – Number of the heat transfer units (NTU). FIGURE VII – Effectiveness (ε) The use of thermal insulation in plate heat exchangers was assessed by the following analyses: 1. Heat lost; 2. Cold fluid outlet temperature; 3. Analysis of the thermal performance, according to the method e- NUT. The methods utilized for the comparison of the results, under the situations with and without insulation have served as reference for the evaluation of the performance of the heat exchanger. The data obtained in the tests are limited to the technical conditions of the equipment. The main conclusions, which may be drawn from the results of this study, are listed as follows: a. The analysis of variance (ANOVA) was utilized to evaluate the relationship among fluid outlet temperatures, lost heat and thermal performance and the results found significant differences among the values obtained; b. The best performance for cold fluid outlet temperatures, lost heat and thermal effectiveness was ceramic wool; c. The lowest heat lost to the environment was 24,17 W for plate heat exchanger insulated with ceramic wool; d. The effectiveness, NTU and U has the best values for plate heat exchanger insulated with ceramic wool; e. The results of the outlet temperatures averages for the ceramic wool, rock wool and the condition without insulation (43,7°C, 42,5°C and 43,3°C © 2013 COPEC July 07 - 10, 2013, Porto, PORTUGAL XIII Safety, Health and Environment World Congress 13 f. respectively) did not show significant difference, suggesting that the use of the thermal insulation to the plate heat exchangers can be negligible; The results showed that the difference between the ceramic wool insulation and the paradigm without insulation (0.4 °C) might be the uncertainty of the measured temperatures (0.38 °C) once they are very close. Therefore the use of insulation in plate heat exchangers may imply in additional costs to the process without the effective increase of its energy efficiency under the conditions tested. ACKNOWLEDGMENT This study was carried out at the Laboratory of Thermodynamics located at Universidade Santa Cecília in the city of Santos-SP. REFERENCES [1] Bejan, A.; Tsatsaronis, G.; Moran, M. Thermal design and optimization. New York: John Wiley & Sons, 1996, 542 p. [2] Kandilli, C.; Koclu, A. “Assessment of the optimum operation conditions of a plate heat exchanger for waste heat recovery in textile industry”. Renewable and Sustainable Energy Reviews. v.15, 2011, p.4424–4431. [3] Yilmaz, M.; Sara, O.N.; KarslI, S. “Performance evaluation criteria for heat exchangers based on second law analysis”. Exergy International Journal. v.1, n.4, p. 278–94. [4] Ogulata, R.T.; Doba, F.; Yilmaz, T. “Second-Law and experimental analysis of a cross-flow heat exchanger”. Heat Transfer Engineering. v.20, n.2, 1999, p.20–27. [5] Naphon P. “Second Law analysis on the heat transfer of the horizontal concentric tube heat exchanger”. International Communications in Heat and Mass Transfer. n. 33, 2006, p. 1029 –1941. [6] Gut, J.A.W. “Optimal configuration design for plate heat”. 2003. 244 f. These (PhD) - Departamento de Escola Politécnica da USP, Universidade de São Paulo, São Paulo, 2003. [7] Fernandes, C.S.V. “Optimising the design and performance of heat exchangers plates for feeding fluid”. 2009. 244 f. These (PhD) - Escola de Engenharia, Universidade do Minho, Guimarães, Portugal, 2009. [8] Wang,L.; Sundén, B.; Manglik, R.M. exchangers:design, applications and Southampton: WIT Press, 2007. 269 p. [9] Navarro, H.; Cabezas-gomez, L. C. “Effectiveness-ntu computation with a mathematical model for cross-flow heat exchangers”. Braz. J. Chem. Eng. [online]. 2007, vol.24, n.4, p. 509-521, 2007. Disponível em: <http://www.scielo.br/scielo.php?script=sci_arttext&pid=S010466322007000400005&lng=en&nrm=iso>. ISSN 0104-6632. http://dx.doi.org/10.1590/S0104-66322007000400005. >. Acesso em: 19 abr. 2012 “Plate heat performance”. © 2013 COPEC July 07 - 10, 2013, Porto, PORTUGAL XIII Safety, Health and Environment World Congress 14
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