2008
DOI: 10.1016/j.ces.2008.04.044
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Simultaneous optimization approach for integrated water-allocation and heat-exchange networks

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Cited by 112 publications
(111 citation statements)
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References 28 publications
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“…Dong et al [223][224][225][226][227] have recently recent proposed MINLP models that incorporate the design of heat exchange networks with water networks, based on the state-space superstructure proposed by Bagajewicz et al [228,229]. Ruiz and Grossmann [79] present a simplified GDP formulation of the WWTN, as an illustration of the bound tightening technique.…”
Section: Process Synthesismentioning
confidence: 99%
“…Dong et al [223][224][225][226][227] have recently recent proposed MINLP models that incorporate the design of heat exchange networks with water networks, based on the state-space superstructure proposed by Bagajewicz et al [228,229]. Ruiz and Grossmann [79] present a simplified GDP formulation of the WWTN, as an illustration of the bound tightening technique.…”
Section: Process Synthesismentioning
confidence: 99%
“…The improved MILP-based SOWE approach has been evaluated using several examples from the literature (Bagajewicz et al (2002), and Dong et al (2008)). The benchmarking analysis was done using key performance indicators based on energy and water targets, network complexity, and operating and investment costs.…”
Section: Benchmarking Analysismentioning
confidence: 99%
“…The benchmarking analysis was done using key performance indicators based on energy and water targets, network complexity, and operating and investment costs. Dong et al (2008) example is a multi-contaminant problem solved via a MINLP algorithm. Fresh water (0 ppm) is available at 80 o C. Hot and cold utilities are steam at 160 o C, and cooling water at 10 o C.…”
Section: Benchmarking Analysismentioning
confidence: 99%
“…Papalexandri and Pistikopoulos (1994) used Generalized Benders Decomposition method to solve the MINLP problem. Since 2000, several studies attempted to improve the initial framework proposed by Papalexandri and Pistikopoulos (1994) by reformulating the mathematical model and including additional components of the system and proposing new methods to solve the MINLP model such as generating random initial points and performing stochastic perturbations on the initial guesses (Dong et al 2008;Feng et al 2009;Xiao et al 2009). Manan et al (2009) proposed a new method for simultaneous water and energy minimization in process plants.…”
Section: Literature Reviewmentioning
confidence: 99%