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8/13/2019 Computing Assingment Problem 3,4 and 5
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Title: Computing Assignment using ProII
Name: Ahmad Tarmizi Abd Wahab
Registration Number: 110231839
Date: 27th
April 2013
Problem 3
Flow diagram for this problem is shown below:
The phase envelope plot for both Soave-Redlich-Kwong (SRK) and Peng-Robinson (PR) methods are
shown below:
a) Soave-Redlich-Kwong (SRK)
PH1
S1
1.0
1.0
100.030
F
PSIA
LB-MOL/HR
Temperature, F
-270.0 -210.0 -150.0 -90. 0 -30. 0 30.0
Pressure,psia
0
300.0
600.0
900.0
1200.0
1500.0
PHASE ENVELOPE PH1
S1
CriticalP oint
S1- L/F=0.050000
S1- L/F=0.010000
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b) Peng-Robinson (PR)
The cricondentherm, cricondenbar and critical points for the three streams for both methods are asfollows:
a) Soave-Redlich-KwongStream Conditions Temperature (F) Pressure (PSIA)
1
Cricondentherm 30.11 614.00
Cricondenbar -24.18 1319.66
Critical point -88.44 893.86
1
(5% liquid fractions)
Cricondentherm -68.99 913.59
Cricondenbar -73.93 986.18
Critical point -88.44 893.84
1
(1% liquid fractions)
Cricondentherm -16.72 823.34
Cricondenbar -43.06 1195.29
Critical point -88.44 893.86
Temperature, F
-2 70. 0 -2 1 0. 0 -1 5 0. 0 -90 .0 -30 .0 3 0. 0
Pressure,psia
0
300.0
600.0
900.0
1200.0
1500.0
PHASE ENVELOPE PH1
S1
CriticalPoint
S1-L/F=0.050000
S1-L/F=0.010000
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b) Peng-RobinsonStream Conditions Temperature (F) Pressure (PSIA)
1
Cricondentherm 26.12 581.40
Cricondenbar -28.49 1278.89
Critical point -88.44 893.52
1
(5% liquid fractions)
Cricondentherm -70.28 905.36
Cricondenbar -75.42 977.47
Critical point -88.45 893.44
1
(1% liquid fractions)
Cricondentherm -20.33 790.23
Cricondenbar -46.47 1162.99
Critical point -88.44 893.51
Based on Met Office: UK climate: Winter 2011/12, the UK mean temperature for the winter was
3.3C1 which is equivalent to 38F. Cricondentherm is the maximum temperature by which the
condensation takes place. Therefore, by referring to the cricondentherm temperatures for all stream
conditions for both methods, the mean temperature of 38F does not fall below any of those values.
Hence, condensation will not happen.
The worst case scenario that could happened is where the temperature during the winter falls below
the cricondentherm and the liquids condensed, which one way to prevent such phenomenon from
happening is to apply insulator along the pipe. By using this method, it will prevent the contact from
the surrounding temperature with the pipe.
Cricondenbar does not take into account since, the liquid stream is already in gas state, which is
natural gas, therefore, a phase change of gas to gas is will not happen.
In comparison, the Peng-Robinson method gives a lower value for cricondentherm, cricondenbar
and also critical point for both temperature and pressure.
1http://www.metoffice.gov.uk/climate/uk/summaries/2013/winter.Last accessed 27
thApril 2013
http://www.metoffice.gov.uk/climate/uk/summaries/2013/winterhttp://www.metoffice.gov.uk/climate/uk/summaries/2013/winterhttp://www.metoffice.gov.uk/climate/uk/summaries/2013/winterhttp://www.metoffice.gov.uk/climate/uk/summaries/2013/winter8/13/2019 Computing Assingment Problem 3,4 and 5
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Problem 4
The flow diagram for this problem is shown below:
Condenser and reboiler duties required to maintain the specified methanol purity and recovery are -
0.0189 MKcal/hr and 0.0190 MKcal/hr respectively.
The column diameter required to meet specifications is
The specifications are met since the calculated values are the same as in the specified values.
2
3
4
5
6
7
8
9
10
11
12
13
14
1
15T1
S1
78.1
760.0
1435.000
C
MM HG
KG-MOL/HR
S3
78.1
760.0
1433.959
C
MM HG
KG-MOL/HR
S2
65.1
760.0
1.041
C
MM HG
KG-MOL/HR
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The design diameters of the trays are shown as follows:
Tray Design Diameter (mm)
2
3
4
5
6
7
8
9
10
11
12
13
14