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Frontiers of Chemical Science and Engineering

ISSN 2095-0179

ISSN 2095-0187(Online)

CN 11-5981/TQ

Postal Subscription Code 80-969

2018 Impact Factor: 2.809

Front. Chem. Sci. Eng.    2023, Vol. 17 Issue (2) : 183-193    https://doi.org/10.1007/s11705-022-2192-9
RESEARCH ARTICLE
Exergy and exergoeconomic analyses for integration of aromatics separation with aromatics upgrading
Dan Zhang, Minbo Yang(), Xiao Feng
Shaanxi Key Laboratory of Energy Chemical Process Intensification, School of Chemical Engineering & Technology, Xi’an Jiaotong University, Xi’an 710049, China
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Abstract

Methanol to aromatics produces multiple products, resulting in a limited selectivity of xylene. Aromatics upgrading is an effective way to produce more valuable xylene product, and different feed ratios generate discrepant product distributions. This work integrates the aromatics separation with toluene disproportionation, transalkylation of toluene and trimethylbenzene, and isomerization of xylene and trimethylbenzene. Exergy and exergoeconomic analyses are conducted to give insights in the splitting ratios of benzene, toluene and heavy aromatics for aromatics upgrading. First, a detailed simulation model is developed in Aspen HYSYS. Then, 300 splitting ratio sets of benzene and toluene for conversion are studied to investigate the process performances. The results indicate that there are different preferences for the splitting ratios of benzene and toluene in terms of exergy and exergoeconomic performances. The process generates lower total exergy destruction when the splitting ratio of toluene varies between 0.07 and 0.18, and that of benzene fluctuates between 0.55 and 0.6. Nevertheless, the process presents lower total product unit cost with the splitting ratio of toluene less than 0.18 and that of benzene fluctuating between 0.44 and 0.89. Besides, it is found that distillation is the biggest contributor to the total exergy destruction, accounting for 94.97%.

Keywords aromatics separation and upgrading      variant splitting ratios      total exergy destruction      total product unit cost     
Corresponding Author(s): Minbo Yang   
About author:

Changjian Wang and Zhiying Yang contributed equally to this work.

Online First Date: 09 October 2022    Issue Date: 27 February 2023
 Cite this article:   
Dan Zhang,Minbo Yang,Xiao Feng. Exergy and exergoeconomic analyses for integration of aromatics separation with aromatics upgrading[J]. Front. Chem. Sci. Eng., 2023, 17(2): 183-193.
 URL:  
https://academic.hep.com.cn/fcse/EN/10.1007/s11705-022-2192-9
https://academic.hep.com.cn/fcse/EN/Y2023/V17/I2/183
Fig.1  The process flowsheet of the aromatics separation and upgrading process.
Component Value/(wt %)
Benzene 14.79
Toluene 36.28
E-Benzene 1.34
p-Xylene 7.77
m-Xylene 16.75
o-Xylene 9.11
124-MBenzene 4.65
135-MBenzene 4.65
123-MBenzene 4.65
Tab.1  Feed distribution of the aromatics mixture
Column Number of tray Feed stage Pressure/kPa a) Temperature/°C a)
Tower 1 36 25 (120, 150) (85.9, 139.8)
Tower 2 35 21 (120, 150) (116.4, 161.3)
Tower 3 35 28 (120, 150) (146.6, 185.5)
Tab.2  Parameters of distillation columns in the process simulation [23]
Equipment Operating pressure/kPa Operating temperature/°C
Inlet pressure Outlet pressure Inlet temperature Outlet temperature
Pump 1 150 200 139.8 139.9
Pump 2 150 200 161.3 161.3
Pump 3 150 2710 185.5 187.1
Pump 4 120 2710 116.4 118.0
Pump 5 120 2710 85.9 87.5
Furnace 2705 2700 350 370
Reactor 2700 370
Tab.3  Parameters of other equipment in the process simulation
Item Product/(wt %)
Benzene Toluene Xylene
Benzene ≤0.05
Toluene ≤0.05 ≤0.10
Xylene ≤0.10
Non-aromatics ≤0.10 ≤0.25 ≤0.25
Tab.4  The product specifications [26]
Temperature/°C Composition/(mol %)
Benzene Toluene m-Xylene o-Xylene p-Xylene Trimethylbenzene
340 Experimental data 4.62 30.44 21.63 8.93 9.71 24.68
Simulation data 5.46 27.11 22.58 9.91 10.10 24.83
370 Experimental data 5.76 28.66 21.40 9.26 9.49 25.43
Simulation data 5.48 27.12 22.41 10.08 10.05 24.86
400 Experimental data 6.92 29.79 20.76 9.05 9.39 24.10
Simulation data 5.49 27.13 22.25 10.24 10.00 24.89
430 Experimental data 7.99 31.1 20.20 9.00 9.14 22.56
Simulation data 5.49 27.14 22.10 10.40 9.95 24.92
Tab.5  Comparison of reaction effluents between the experimental and simulation data
Equipment Exergetic fuel E˙xF,k Exergetic product E˙xP,k Exergy destruction E˙xD,k
Tower 1 ?x3 + ?x6 ?x4 + ?x5 + ?x7 ?x3 + ?x6 – (?x4 + ?x5 + ?x7)
Tower 2 ?x9 + ?x12 ?x10 + ?x11 + ?x13 ?x9 + ?x12 – (?x10 + ?x11 + ?x13)
Tower 3 ?x15 + ?x18 ?x16 + ?x17 + ?x19 ?x15 + ?x18 – (?x16 + ?x17 + ?x19)
Separator ?x37 ?x38 + ?x39 ?x37 – (?x38 + ?x39)
Reactor ?x35 ?x36 ?x35?x36
Furnace ?x34 ?x35?x33 ?x34 – (?x35?x33)
Heat exchanger ?x36?x37 ?x33?x32 (?x36?x37) – (?x33?x32)
Pump 1 ?x8 ?x9?x7 ?x8 – (?x9?x7)
Pump 2 ?x14 ?x15?x13 ?x14 – (?x15?x13)
Pump 3 ?x22 ?x23?x21 ?x22 – (?x23?x21)
Pump 4 ?x26 ?x27?x25 ?x26 – (?x27?x25)
Pump 5 ?x30 ?x31?x29 ?x30 – (?x31?x29)
Valve ?x39 ?x2 ?x39?x2
Mixer 1 ?x1 + ?x2 ?x3 ?x1 + ?x2?x3
Mixer 2 ?x23 + ?x27 + ?x31 ?x32 ?x23 + ?x27 + ?x31?x32
Tab.6  The exergetic fuel, exergetic product, exergy destruction and exergy efficiency of each equipment
Component Cost balance equation Auxiliary equation
Mixer 1 ?1 + ?2 + ?MIX1(0) = ?3 c1 = 0
Tower 1 ?3 + ?6 + ?TW1 = ?5 + ?7 + ?4 c4 = 0.21 $·GJ?1, c6 = 2 $·GJ?1
Tower 2 ?9 + ?12 + ?TW2 = ?11 + ?13 + ?10 c10 = c4, c12 = c6
Tower 3 ?15 + ?18 + ?TW3 = ?17 + ?19 + ?16 c16 = 0.21 $·GJ?1, c18 = 3 $·GJ?1
Pump 1 ?7 + ?8 + ?P1 = ?9 c8 = 16 $·GJ?1
Pump 2 ?13 + ?14 + ?P2 = ?15 c14 = c8
Pump 3 ?21 + ?22 + ?P3 = ?23 c22 = c8
Pump 4 ?25 + ?26 + ?P4 = ?27 c26 = c8
Pump 5 ?29 + ?30 + ?P5 = ?31 c30 = c8
Mixer 2 ?23 + ?27 + ?31 + ?MIX2(0) = ?32 N/A
Heat exchanger ?32 + ?36 + ?HEX = ?33 + ?37 N/A
Furnace ?33 + ?34 + ?F1 = ?35 c34 = 21.53 $·GJ?1
Reactor ?35 + ?R = ?36 N/A
Separator ?37 + ?SEP = ?38 + ?39 N/A
Valve ?39 + ?VAL(0) = ?2 N/A
Tab.7  Cost balance and auxiliary equations for each component
Item Value Unit
τ 8006 h
ir 0.1
n 20
FM 1.4
β 0.6
Tab.8  Input parameters for exergoeconomic analysis
Fig.2  The analysis procedure for the aromatics separation and upgrading process.
Fig.3  The effects of splitting ratios on the total exergy destruction of the process: (a) the total exergy destruction distribution of the 300 splitting ratio sets, (b) the contour plot of the 300 splitting ratio sets, (c) the total exergy destruction distribution of the region with lower values, (d) the contour plot of the region with lower values.
Fig.4  The value and share of exergy destruction rates of different equipment.
Stream Pressure/kPa Temperature/°C Mass flow rate/(t·h–1) Total exergy/kW Stream Pressure/kPa Temperature/°C Mass flow rate/(t·h–1) Total exergy/kW
1 200 20 56.14 669105 23 2710 187.0 8.59 103858
2 200 138.4 19.12 227559 24 120 116.4 25.33 300702
3 200 61.3 75.26 896510 25 120 116.4 3.03 35955
5 120 85.9 11.48 134698 27 2710 117.9 3.03 35958
7 150 139.8 63.78 762369 28 120 85.9 3.98 46633
9 200 139.9 63.78 762371 29 120 85.9 7.51 88065
11 120 116.4 28.36 336657 31 2710 87.4 7.51 88073
13 150 161.3 35.42 425750 32 2710 139.2 19.12 227866
15 200 161.3 35.42 425751 33 2705 350.0 19.12 229283
17 120 146.6 25.88 310342 35 2700 370.0 19.12 229420
19 150 185.5 9.54 115387 36 2700 372.2 19.12 229280
20 150 185.5 0.95 11539 37 2695 163.5 19.12 227825
21 150 185.5 8.59 103848 39 2695 163.5 19.12 227825
Tab.9  Parameters of each stream
Fig.5  The effects of splitting ratios on the total product unit cost of the process: (a) the total product unit cost distribution of the 300 splitting ratio sets, (b) the contour plot of the 300 splitting ratio sets, (c) the total product unit cost distribution of the region with lower values, and (d) the contour plot of the region with lower values.
Fig.6  The share of capital investment rate of different equipment.
Fig.7  The share of fuel cost rate of different equipment.
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