Elsevier

Applied Thermal Engineering

Volume 62, Issue 2, 25 January 2014, Pages 633-652
Applied Thermal Engineering

Optimal design of inter-plant waste energy integration

https://doi.org/10.1016/j.applthermaleng.2013.10.015Get rights and content

Highlights

  • An optimization approach for heat integration in eco-industrial parks is proposed.

  • Waste heat recovery is proposed through integrated organic Rankine cycles.

  • Improved energy integration schemes are obtained with the proposed approach.

Abstract

In this paper, a new superstructure for heat integration of an eco-industrial park is proposed. Intra and inter-plant heat exchange for the process streams is allowed. For a proper reuse of the waste heat at low temperature, a set of organic Rankine cycles (ORCs) can be integrated inside the eco-industrial park. This way, the proposed superstructure allows proper heat integration to reduce the use of external cooling and heating utilities as well as the consumption of external electric energy. The proposed superstructure is modeled through a mathematical programming formulation where the objective function considers the simultaneous minimization of the operating and capital costs for the units involved in the system as well the possible revenues from the sales of electricity. The model is formulated in such a way that avoids numerical complications during its solution. Results from the application of the proposed approach show that the interplant-integration offers significant savings compared to the traditional single-plant integration with and without considering ORCs.

Introduction

Energy consumption represents a major concern in industry because of the massive requirements of external utilities such as heating, cooling and electricity. In addition to the economic aspect, the use of these utilities represents a severe environmental impact because usually fossil fuels are burned to produce electricity and hot utilities. In this context, the synthesis of heat exchanger networks (HEN) has been a very attractive option to reduce the external consumption of hot and cold utilities. The main idea of the HEN synthesis is integrating the heat of process streams by allowing heat exchanges between hot process streams (streams that need to be cooled) and cold process streams (streams that need to be heated) in such a way that the overall external heating and cooling utilities are minimized [1], [2], [3], [4]. The selection of the allowed matches between hot and cold process streams is not trivial, and several methods have been reported to solve the synthesis of HENs. The aforementioned methods have been classified as heuristic [5], [6], [7], [8], [9], [10], based on stochastic searches [11], [12] and based on mathematical programming approaches [13], [14], [15], [16], [17], [18], [19], [20], [21], [22], [23], [24], [25], [26]. In addition, several approaches have been reported to retrofit existing HENs [27], [28], [29], [30], [31], [32]. The implementation of HENs allows reducing the external consumption of hot and cold utilities in a given plant (see Fig. 1); usually significant amounts of heat at low temperatures have to be removed using external cooling utilities [33], [34], [35], [36], [37], [38], [39], [40], [41]. However, this process excess heat at low temperature (i.e., waste heat) can be used as heat source for an organic Rankine cycle (ORC) to produce electric power. This way, reducing the use of external cooling utilities and, at the same time, providing part of the electric power required for the process can be achieved (see Fig. 1) [42], [43], [44], [45], [46], [47], [48], [49]. The ORC is characterized by using an organic fluid as working fluid. In this regard, several works have focused on the selection of the working fluid, which depends strongly on the considered application [50], [51], [52], [53], [54]. The ORC integrates four basic components: evaporator, turbine, condenser and pump; moreover, several authors add a regenerating process to increase the cycle efficiency. This way, several alternatives seem to be attractive options to integrate this excess heat, and the optimal solution is not obvious. Recently, Desai and Bandyopadhyay [55] proposed a sequential methodology for the synthesis of a HEN involving the integration of an ORC for recovering the heat excess at low temperature. This methodology helps to reduce cold utility in HENs and, at the same time, to produce power in the ORC. However, this methodology is a sequential approach based on heuristic rules that do not allow the optimal integration of the waste heat. Also, this approach does not consider the capital and operating costs for the units involved. Therefore, this approach may yield suboptimal solutions.

On the other hand, an inter-plant integration or an eco-industrial park (EIP) is defined as a community of manufacturing and service businesses seeking to enhance the environmental and economic performance through collaborating in managing environmental and resource issues including energy, water and materials. By working together, the community of businesses seeks a greater collective benefit than the sum of the individual benefit for each company [56]. Examples of EIPs are (a) The Industrial Symbiosis of Kalundborg, Denmark where eight different companies (six processing companies, a waste treatment company and the municipality of the city) cooperate in financial and environmental sustainable projects; (b) The Industrial Ecosystem (INES) in Rotterdam, the Netherlands, in which members from the industrial, environmental and academic communities participate in order to stimulate the development of cleaner production; (c) The National Industrial Symbiosis Programme in the UK, which is the first industrial symbiosis project on a national scale. There are other examples such as the EIPs in Uimaharju and Harjavalta in Finland [57]. In all of these projects the companies exchange flows of mass and energy in a sustainable and economic way reducing the overall energy consumption and waste generation. However, the development of an efficient and well-structured eco-industrial park requires improving the material flow networks between participating firms [58], [59]. Therefore, one of the main objectives of an EIP is the minimization of resource consumption and environmental loads by using a recycling network for raw materials, waste and energy [60]. According to this objective, the management of the material flows should meet with reduction of the use of energy resources such as fossil fuels, stimulate the use of sustainable energy as much as possible; support the balance in the process of use and production of renewable resources; and conserve renewable and non-renewable resources as long as possible in the material cycles, unless they are toxic to the environment [61]. In this regard, several works have been reported with respect to the optimization of the inter-plant material flows. First, water integration between different plants has been considered by several authors [62], [63], [64], [65], [66], [67], [68], [69], [70], [71], [72]. Regarding to energy integration, Dhole and Linnhoff [73] introduced the concept of total site energy integration between plants. Hu and Ahmad [74] proposed a total site targeting integration using the utility system; and Klemes et al. [75] incorporated fuel, power and CO2 reductions in total sites. Marechal and Kalitventzeff [76] developed tools for energy integration between plants. Bagajewicz and Rodera [77], [78], [79] presented mathematical programming approaches for energy integration across plants. Bandyopadhyay et al. [80] incorporated total site targeting into a cogeneration process. Shenoy [81] used the unified conceptual approach developed by Agrawal and Shenoy [82] for water and hydrogen networks to find the optimal energy allocation network and thus to reduce carbon emissions. Chae et al. [60] proposed a framework to utilize waste heat from an EIP that considers four steps: Energy information collection, energy information analysis, and optimization of waste heat utilization were formulated as an MILP problem and the objective function is the minimization of the total energy cost of the target EIP, along with economic and environmental evaluation. Stijepovic and Linke [83] proposed a targeting approach for waste heat recovery across plants in industrial zones. Maes et al. [84] presented a literature review for the symbiosis of eco-industrial parks searching specific energy targets. Varbanov and Klemes [85], [86] incorporated renewable energy in the total site targeting procedures. Stijepovic et al. [87] developed a targeting approach for reusing heat in industrial zones combined heat and power generation. Kralj [88] presented a simple graphical utility targeting method for heat integration between processes. Varbanov et al. [89] presented a total site targeting approach based on a pinch analysis. Marechal and Kalitventzeff [76] presented an MILP formulation for energy integration of industrial sites with heat exchange restrictions. Zhang et al. [90], [91] proposed an approach for the utility integration between plants. These previous approaches have shown the significant energy savings that can be achieved when energy integration is implemented into different participating plants; however, they have not considered the implementation of an ORC, which can be used to recover additional waste heat. Therefore, the implementation of ORC into an EIP can be an attractive option for energy integration between plants. In addition, most of the previous approaches have not considered properly the simultaneous optimization of the capital and operating costs of the integrated energy systems considered; this is because most of them are based on targeting procedures. Furthermore, previous approaches have not considered the electric power requirement in the objective function and the simultaneous optimization of the produced and required electric power.

Therefore, to overcome the limitations of the previously indicated approaches a holistic approach for the simultaneous energy integration between different industrial plants into an EIP involving ORCs systems is presented. The proposed approach is based on a new superstructure that allows simultaneously the inter- and intra-plant energy integration; in addition, the superstructure incorporates the possible use of ORCs inside each plant or a shared centralized energy facility where the heat waste at low-temperature can be recovered to produce electric power. The produced energy can be used in the participating plants or sold to other users. The proposed approach is based on a mathematical programming formulation that helps to simulate the proposed superstructure and simultaneously optimizes the network configurations and operating conditions, considering this way the capital costs for the units in the HENs (heat exchangers, coolers and heaters) and devices for the shared and particular ORCs (evaporators, turbines, condensers, pumps and regenerators). Also, the proposed model accounts for the operating costs for the hot and cold utilities in the HENs, cooling and power required in the pump of the ORCs. In addition, the model considers the costs for the external power required in each plant and the profit obtained from the sale of produced electric power.

Section snippets

Problem statement

The problem addressed in this paper can be described as follows: Given is a set of plants located in the same region; each plant has several hot and cold process streams. Each process stream has fixed inlet and target temperatures as well as heat capacity flow rate. It is possible to have intra and inter-plant heat integration. Additionally, to complete the energy requirements for the process streams there are available sets of cold and hot utilities that can be used inside each plant. Usually

Model formulation

The following subscripts are used in the model formulation: i is used to denote any hot process stream (i(p) is the index for the hot process streams in the particular plant p), j is used to denote any cold process stream (j(p) is the index for the cold process streams in the particular plant p), k is used to denote any stage in the superstructure and p is used to represent the plants. The superscripts evap-P and evap-C are used to represent evaporators, cond-P and cond-C condensers, cu cooling

Results

Two case studies are presented to show the application of the proposed methodology. The value for the parameters Kf, HY, ΔTmin, β, C, η, CF and CV are presented in Table 1 (notice that the same data of ORC in particular and centralized plants are considered). The dry fluids R245fa and n-hexane are used as working fluids for Examples 1 and 2, respectively. To show the advantages of the proposed methodology these two examples are solved considering different scenarios; first, it is considered the

Conclusions

This paper has proposed a mathematical programming model for the optimal heat integration of several plants and ORCs into an eco-industrial park. The proposed model has considered the possible intra and inter-plant heat integration. The proposed model also considers the possibility of waste heat recovery through in-plant and shared ORCs. This way, the proposed approach allows reducing the use of external heating and cooling utilities and, at the same time, the possible production of electric

Acknowledgements

The authors acknowledge the financial support from the Mexican Council of Science and Technology (CONACyT) and the Scientific Research Council of the Universidad Michoacana de San Nicolás de Hidalgo.

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