Format And Type Fonts CCHHEEMMIICCAALL EENNGGIINNEEEERRIINNGG TTRRAANNSSAACCTTIIOONNSS VOL. 39, 2014 A publication of The Italian Association of Chemical Engineering www.aidic.it/cet Guest Editors: Petar Sabev Varbanov, Jiří Jaromír Klemeš, Peng Yen Liew, Jun Yow Yong Copyright © 2014, AIDIC Servizi S.r.l., ISBN 978-88-95608-30-3; ISSN 2283-9216 DOI:10.3303/CET1439239 Please cite this article as: Chew K.H., Klemeš J.J., Wan Alwi S.R., Manan Z.A., 2014, Process modification for capital cost reduction in total site heat integration, Chemical Engineering Transactions, 39, 1429-1434 DOI:10.3303/CET1439239 1429 Process Modification for Capital Cost Reduction in Total Site Heat Integration Kew Hong Chew a , Jiří Jaromír Klemeš b , Sharifah Rafidah Wan Alwi* a , Zainuddin Abdul Manan a a Process Systems Engineering Centre (PROSPECT), Faculty of Chemical Engineering, Univerisiti Teknologi Malaysia, 81310 UTM Johor Baru, Johor, Malaysia b Centre for Process Integration and Intensification – CPI 2 , Research Institute of Chemical and Process Engineering - MŰKKI, Faculty of Information Technology, University of Pannonia, Egyetem u. 10, H-8200 Veszprėm, Hungary shasha@cheme.utm.my The TSHI (Total Site Heat Integration) methodology is extended in this paper to manipulate the Total Site Profiles (TSP) towards further decreasing the heat transfer area (HTA), and consequently the capital cost, of heat transfer units. In the first case study, the application of Keep Hot Stream Hot (KHSH) and Keep Cold Stream Cold (KCSC) on TSP reduces the heating and cooling duties resulting in a reduction of 8 % in heat transfer area (HTA) and a saving of 8 % in heat exchangers cost. In the second case study, when KHSH/KCSC principles is applied on the selected segment of the TSP while maintaining the enthalpy constant, the TSP shape is changed to provide a larger temperature driving force, this together with the reduced heating and cooling loads, reduce the HTA by 11 % and the heat exchangers cost by 12%. Process modifications to achieve the desired shape of TSP may be limited by technical feasibilities or economic reasons. However, the potential for the feasible/profitable modifications of the TSP shapes is worth to be analysed and studied as they can be enhanced by exploring the potentials to integrate neighbouring units such as services, businesses residential and even agricultural units, i.e. the locally integrated energy sector (LIES), a concept introduced by Perry et al (2008). 1. Introduction Process modification strategies to improve Heat Integration based on the shapes of Composite Curves (CC) have been introduced in the 1980’s by Linnhoff and Vredeveld (1984). These are such as the Plus- Minus principles, Keep Hot Stream Hot (KHSH) and Keep Cold Stream Cold (KCSC), appropriate placement of utilities, etc. The Plus-Minus Principles for process modifications to increase the heat recovery and the energy targets of individual processes have been already implemented (Klemeš et al, 2010). Nemet et al. (2012a) used the Plus-Minus principles for Total Site (TS) developing the strategies for the extension planning for an existing site. Process modification approach had been recently revisited and applied to TS to target the TS processes modifications to further improve TSHI (Chew et al, 2013). Heat transfer area targeting for Heat Exchanger Network (HEN) for single process has first been introduced in the 1980’s by Townsend and Linnhoff (1984). Since then many researchers have worked on optimisation of heat transfer area and energy targets for single process mainly employing mathematical programming techniques. Nemet et al. (2012b) introduced the procedure to determine the heat transfer area for TS with single intermediate utility. Boldyryev et al. (2014) extended the methodology to include the use of more than one intermediate utilities. Similar to the use of Composite Curve (CC) for single process, the Total Site Profiles (TSP) can be used to improve HI on a TS. In the presented work, an approach to identify the targeted change in TSP shapes that can reduce the heat transfer area and consequently the cost of heat exchangers at TSHI by the use of KHSH and KCSC Principles is proposed. 1430 2. Application of KHSH and KCSC Principles on TSHI The Pinch based TS analysis uses the selected streams’ data to produce the Grand Composite Curve (GCC) for each process. The process GCC shows the heat deficit and surplus above and below the Pinch respectively. The heat surplus from each process are combined to produce the Site Source Profile (SSoP) and the heat deficits combined to generate the Site Sink Profile (SSiP) in the TSP plot (Klemeš et al. 1997). From the TSP, potential section/s on SSoP and SSiP for application of KHSH and KCSC principles can be identified. The principles of KHSH and KCSC are as simple as the acronyms, i.e. maximise the hot stream supply and/or target temperatures and minimise the cold stream supply and/or cold supply and target temperatures. The application KHSH and KCSC principles on single process to reduce energy targets and/or capital cost saving by increasing the temperature driving forces is well explained e.g. in Kemp (2007) and illustrated (Klemeš et al. 2010). The KHSH and KCSC principles can also be extended to TSP as illustrated in Figure 1 and summarised in Table 1 below, to reduce the heat transfer area (HTA) required by either reducing the heating/cooling loads or increasing the temperature driving force. The scope of feasible process modifications are assessed using the Pinch techniques for single process, for e.g. by exploiting and optimising process soft data. VHPS T HPS MPS LPS H Cold utility Modified SSoP by KHSH B Hot utility Modified SSiP by KCSC D Increased in temperature driving force B D A C KCSC on SSiP KHSH on SSOP KCSC on SSiP KHSH on SSOP Figure 1: Analogy of the KHSH and KCSC principles to change the shape of the SSiP and SSoP of TSP Table 1: Application of KHSH and KCSC on TS Section Application of KHSH & KCSC Contribution to Reduction in HTA (Figure 1) Due to  H Due to  LMTD KHSH on SSoP A Raise the maximum SSoP temperature (i.e. the highest process Pinch on site). Yes Insignificant B Maximise the temperatures of streams contributing towards the SSoP Yes Yes (1) KCSC on SSiP C Lower the minimum SSiP temperature (i.e. the lowest process Pinch on site) Yes Insignificant D Minimise the temperatures of the streams contributing towards the SSiP Yes Yes (2) Note: 1. Apply KCSC on the lower temperature intervals to reduce the slope of the SSiP and apply KHSH on the higher temperature intervals to increase the slope of the SSoP. 2. Apply KHSH on the lower temperature intervals to increase the slope of the SSoP and apply KCSC on the higher temperature intervals to reduce the slope of the SSiP. 1431 The heat transfer area (HTA) required for heat recovery between the site Source and Sink using intermediate utilities is estimated using the well-known equation: A = H / (U x LMTD) (1) Where, H is the enthalpy, U, the overall heat transfer coefficient and LMTD the log mean temperature difference. The heat exchanger area required can be reduced by either increasing LMTD or reducing H. LMTD is a function of the streams’ temperature which H depends both streams’ temperature and heat capacity. The values of U depend on several factors such as type of heat exchanger, fluid type and characteristics, fouling factors, etc. The capital cost evaluation is based on the heat exchanger purchased cost which is a direct function of A. The cost is estimated using cost correlations for shell and tube heat exchangers which also consider material type and operating pressure (Seider et al, 2010). 3. Case Studies In this illustration, the TS has three processes: A, B and C. Figure 2, an expanded version of TS-PTA for the site Sink and Source provided a summary of the input data and TS analysis. The utilities on site are the very high pressure steam (VHPS), high pressure steam (HPS), medium pressure steam (MPS), low pressure steam (LPS) and cooling water (CW). The Tmin between process and process is 20 ºC and the Tmin between process and utilities is 15 ºC. Typical U values of 100 W/m 2 ºC and 300 W/m 2 ºC are used for the process/steam and process/cooling water heat exchangers. SINK PROCESS A PROCESS B PROCESS C S tr e a m C P M W /◦ C 0 .2 2 7 0 .0 8 0 .2 2 5 0 .1 0 .1 3 3 0 .0 8 6 0 .0 5 0 .0 4 0 .0 7 4 Sum of Process Culmulative Stream C 1 C 2 C 3 C 1 C 2 C 3 C 1 C 2 C 3 CP DH DH T** T* DT CP CP CP Pinch ◦C ◦C ◦C MW/◦C MW/◦C MW/◦C MW/◦C MW MW 95 90 0 0 0 135 130 40 0.04 0.04 1.60 1.60 160 155 25 0.016 0.02 0.40 2.00 180 175 20 0.01 0.09 0.10 2.00 4.00 200 195 20 0.2 0.05 0.25 5.00 9.00 230 225 30 0.067 0.07 2.01 11.01 240 235 10 0.1 0.10 1.00 12.01 262 257 22 0.227 0.23 4.99 17.00 SOURCE PROCESS A PROCESS B PROCESS C S tr e a m C P M W /◦ C 0 .2 6 4 0 .0 7 2 0 .0 3 3 0 .1 9 0 .0 4 6 0 .0 7 4 0 .5 7 4 Sum of Process Culmulative Stream H 1 H 2 H 1 H 2 H 3 H 1 H 2 CP DH DH T** T* DT CP CP ◦C ◦C ◦C MW/◦C MW/◦C MW/◦C MW MW 230 235 0 0 0 175 180 55 0.037 0.04 2.04 2.04 150 155 25 0.029 0.03 0.73 2.76 120 125 30 0.031 0.017 0.05 1.44 4.20 100 105 20 0.15 0.15 3.00 7.20 85 90 15 0.236 0.24 3.54 10.74 75 80 10 0.5 0.50 5.00 15.74 A at 235◦C Case 1  H1 supply temp. Temp. range of interest for Case 2 B at 155◦C C at 90◦C A at 235◦C B at 155◦C C at 90◦C Figure 2: Expanded TS-PTA In the first case study, Case 1, the KHSH principle is applied on stream H1 of Process A which has the highest Pinch location (refer Section A of Figure 1 and Table 1). Suppose process modification is possible 1432 to enable the supply and target temperatures of stream H1 to be raised by 5 ºC from 135-245 ºC to 140- 250 ºC. The resulted changes on TSP are shown in Figure 3. The maximum SSoP temperature increases by 5 ºC as expected but the slope of SSoP above 200 ºC remains the same. Below 150 ºC, the SSoP is displaced as a hotter H1 reduces both the heating and cooling loads in the similar way as expected with the application of Plus-Minus Principles. The heating and cooling loads reduced by 0.93 MW each. As a result. the HTA reduced by 526 m 2, or 8 % of Base Case HTA. The KHSH principle on SSoP does not increase the temperature driving force, evident from the minimal change in the slopes of both SSoP and SSiP. The overall saving in HTA purchased cost is about 138,000 USD or 8 % of the Base Case. 0 50 100 150 200 250 300 -20 -15 -10 -5 0 5 10 15 20 [Case 1] TSP and [Base Case] TSP SINK - Base Source - Base CUCC - Base HUCC - Base CW - Base Shifted HUCC- Base Sink- Case 1 Source- Case 1 CW - Case 1 Figure 3: Changed TSP with application of KHSH as in Case 1 Table 3: Summary of results Case Base 1 [Base] – [1] 2 [Base] – [2] Utilities Heating MW 14.24 13.31 0.93 13.03 1.21 Cooling MW 12.98 12.05 0.93 11.08 1.90 HTA Sink m 2 5,648 5,298 350 4917 731 Source m 2 1,566 1,390 176 1480 86 Sink & Source m 2 7,214 6,688 526 6379 817 Purchased cost of HTA Sink 10 3 USD 1,427 1,322 105 1,227 200 Source 10 3 USD 355 322 33 339 17 Sink & Source 10 3 USD 1,782 1,644 138 1,566 216 In the second case study, Case 2, both the KHSH and KCSC principles are applied as shown in Section D of Figure 1. The region of interest lies between T** equals to 150 ºC and 200 ºC. The desired change in TSP shape can be achieved by increasing the slope of SSiP between say 150-175 ºC using the KCSC principle and then reduce the slope of SSiP between 175-200 ºC by using the KHSH principle. T**, ºC H, MW 1433 0 50 100 150 200 250 300 -20 -15 -10 -5 0 5 10 15 20 [Case 2] TSP and [Base Case] TSP SINK - Base Source - Base CUCC - Base HUCC - Base CW - Base Shifted HUCC- Base Sink- Case 2 Source- Case 2 CW - Case 2 Figure 5: Changed TSP with application of KHSH/KCSC as in Case 2 Process B is selected for further evaluation because compared with A, B’s streams lie more in the temperature range of interest. Compared with C, B streams have higher heat capacity (CP) values. Within Process B, stream C2 is selected for application KCSC as it has large CP and its target temperature is within the temperature range of interest. Similarly Stream H2 is selected for application of KHSH. Suppose process modification is possible to reduce the target temperature of C2 by 15 ºC (KCSC), and the CP increased by 16.7 % (for e.g. by increasing the mass flow of H1) in order to keep the enthalpy constant. In the same way, the supply temperature of H2 is raised by 10 ºC (KHSH) and the CP reduced by 10.5 % to keep the enthalpy constant. The resulted change in TSP is as shown in Figure 4. A detailed comparison of the HTA for the various utilities between Case 2 and Base Case is given in Table 4. Table 4: Comparison of Base Case and Case 2 HTA required at various utilities Heating/cooling duties (MW) HTA (m 2 ) HTA purchase costs (‘000 USD) Utilities Sink (usage) Source (Generation) Sink Source Sink Source BASE CASE - VHPS 0.45 - 84 - 51 - - HPS 7.55 - 2,517 - 667 - - MPS 7.16 1.11 2,597 406 605 98 - LPS 1.84 1.65 450 464 104 106 Total Heating 12.98 - - - - - Cooling duty/CW - 12.98 - 696 - 151 Sink & Source - - 7,214 1,782 CASE 2 - VHPS 0.45 0 84 - 51 - - HPS 7.55 0 2,517 - 667 - - MPS 5.45 1.11 1,653 406 364 98 - LPS 2.34 1.65 663 464 144 106 Total Heating 13.03 - - - - - Cooling duty/CW - 11.08 - 610 - 134 Sink & Source - - 6,397 1,561 T**, ºC H, MW 1434 Above 200 ºC, the slope of the SSiP remains essentially the same, displaced by the reduction in heating duty. Between 150 ºC and 200 ºC, the slope of SSiP reduces, providing a larger temperature driving force for the HPS to process heaters. Below 150 ºC, the slope of SSiP increases slightly. Even though the enthalpies of C2 and H2 are kept constant, a higher H2 supply temperature and lower C2 target temperature result in a reduction in heating and cooling duties of 1.21 MW and 1.90 MW (refer to Table 3). From Table 4, the reduction in HTA, of 2,597-1,653=944 m 2 is from the MPS/process heat exchangers at the site Sink. Both the reduction in MPS consumption and increased temperature driving force contributed toward the HTA reduction. The HTA reduction is partly offset by the increase in LPS consumption. The overall reduction in HTA is at 817 m 2 (i.e. 8 % of base case HTA) and saving in purchased cost of HTA is about 12 %. 4. Conclusions The presented work extends the TSHI methodology including the use of Keep Hot Stream Hot (KHSH) and Keep Cold Stream Cold (KCSC) principles to target decreasing the capital cost of heat transfer units at the TSHI. Application of KHSH/KCSC principles on TSP reduces the heating and cooling duties and resulted in a saving in the capital cost of heat exchangers required for the heat recovery between the site Sink and Source and the utilities. When KHSH/KCSC principles can be applied while maintaining the H constant, the TSP shape can be changed to provide a larger temperature driving force to further reduce the HTA and capital cost. Process modifications to achieve the desired shape of TSP may be limited by technical feasibilities or economic reasons. However, the potential for the feasible/profitable modifications of the TSP shapes is worth to be analysed and studied as they can be enhanced by exploring the potentials to integrate neighbouring units such as services, businesses residential and even agricultural units, i.e. the locally integrated energy sector (LIES), a concept introduced by Perry et al (2008). Acknowledgement The authors gratefully acknowledge the financial supports from the Universiti Teknologi Malaysia (UTM) Research University Grant under Vote No. Q.J130000.2509.07H35 and the EC FP7 project ENER/FP7/296003/EFENIS ‘Efficient Energy Integrated Solutions for Manufacturing Industries – EFENIS’. The support from the Hungarian project Társadalmi Megújulás Operatív Program “TÁMOP - 4.2.2.A-11/1/ KONV-2012-0072 - Design and optimisation of modernisation and efficient operation of energy supply and utilisation systems using renewable energy sources and ICTs” significantly contributed to the completion of this analysis. References Ahmad S., Linnhoff B., Smith R., 1990. Cost optimum heat exchanger networks — 2. Targets and design for detailed capital cost models. Computers & Chemical Engineering 14(7), 751-767. Boldyryev S., Varbanov P., Nemet A., Klemeš J., Kapustenko P., 2014. Minimum heat transfer area for Total Site heat recovery. 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