Examples

Notebooks

In the folder notebooks several notebooks, using Pluto.jl, for the simulation of GC-systems are available.

To use these notebooks Julia, v1.6 or above, must be installed and Pluto must be added:

julia> ]
(v1.7) pkg> add Pluto

To run Pluto, use the following commands:

julia> using Pluto
julia> Pluto.run()

Pluto will open your browser. In the field Open from file the URL of a notebook or the path to a locally downloaded notebook can be insert and the notebook will open and load the necessary packages.

Overview of notebooks

  • simulation_conventional_GC.jl - Simulation of a conventional GC-system (constant temperature, constant diameter and constant film thickness along the column) and outlet pressure as "vacuum" or "atmospheric", with option of flow or pressure control and temperature program notation in the typical form used in commercial GC software (temperature levels, holding times and heating ramps). Results can be exported.
  • simulation_conventional_GC_TL.jl - Simulation of a conventional GC-system (constant temperature, constant diameter and constant film thickness along the column) with an attached transfer line (at a fixed temperature) and outlet pressure as "vacuum" or "atmospheric", with option of flow or pressure control and temperature program notation in the typical form used in commercial GC software (temperature levels, holding times and heating ramps). Results can be exported.
  • simulation_conventional_GC_load_2dbs.jl - Simulation of a conventional GC-system (constant temperature, constant diameter and constant film thickness along the column) and loading of up to two different substance databases and simulation of the common substances with the same GC-system and comparing the result. Also, an option is given, to load measured retention times and compare these to the simulations. Same setting for programs as in simulation_conventional_GC.jl
  • simulation_example.jl - General example of simulation of a GC-system with optional thermal gradient (exponential/linear model of temperature change along the column) and constant diameter and constant film thickness along the column. Results can be exported.
  • simulation_example_input_gradient_function.jl - Simulation of a GC-system with optional thermal gradient where the temperature change along the column is defined by a user-defined equation (cosine-function as example).

Simulation of measurements

Two measurements from [8] will be simulated and compared to the measured chromatograms. The n-alkanes from n-nonane (C9) to n-triacontane (C30) are separated in a conventional GC and a thermal gradient GC . The database with the thermodynamic parameters is Database_Leppert2020b.csv.

Conventional GC

The conventional GC program simulated here is Prog. D from [8], a temperature program with two heating ramps, constant inlet pressure and a flame ionization detector (FID, atmospheric outlet pressure).

The standard options are used, beside the option ng (non-gradient) is changed to true. Because the conventional GC does not use non-uniform temperature, diameter or film thickness, the model can be simplified and the calculation of the separation is faster.

opt = GasChromatographySimulator.Options(ng=true)
GasChromatographySimulator.Options(OwrenZen5(; stage_limiter! = trivial_limiter!, step_limiter! = trivial_limiter!, thread = static(false),), 1.0e-6, 0.001, "inlet", true, true, "Blumberg", "Pressure", 1.0e12)

The column has a length of 11.18 m, a diameter of 0.104 mm and a film thickness of 0.104 µm. The stationary phase is labeled as FS5ms and the mobile phase gas is helium:

col = GasChromatographySimulator.Column(11.18, 0.104e-3, 0.104e-6, "FS5ms", "H2");
GasChromatographySimulator.Column(11.18, 0.000104, [0.000104], 1.04e-7, [1.04e-7], "FS5ms", "H2")

The temperature program starts at 40°C, which is hold for 1 min. The column is heated up to 180°C in 28 min (5°C/min heating ramp), where the temperature is also hold for 1min. Than the column is heated to 300°C in 6 min (20°C/min heating ramp), where the temperature again is kept for 1 min. The inlet pressure is at constant 411564 Pa (absolute) and the outlet pressure is at constant 101300 Pa (absolute) during the program.

prog_D = GasChromatographySimulator.Program([0.0, 60.0, 1680.0, 60.0, 360.0, 60.0], [40.0, 40.0, 180.0, 180.0, 300.0, 300.0], 411564.0*ones(6), 101300.0.*ones(6), col.L);

We want to use all solutes for the stationary phase FS5ms, which are in the database Database_Leppert2020b.csv. We load the database into a dataframe:

db_dataframe = DataFrame(CSV.File("../../data/Leppert2020b/Database_Leppert2020b.csv", header=1, silencewarnings=true));
22×11 DataFrame
RowNameCASPhaseTcharthetacharDeltaCpphi0SourceCat_1Cat_2Cat_3
String3String15String7Float64Float64Float64Float64String15String7String7?String7?
1C9111-84-2FS5ms98.0430.1789.340.001Leppert2020balkanealkanesmissing
2C10124-18-5FS5ms118.0932.24112.490.001Leppert2020balkaneGrobalkanes
3C111120-21-4FS5ms137.0733.71116.040.001Leppert2020balkaneGrobalkanes
4C12112-40-3FS5ms154.7834.92121.440.001Leppert2020balkanealkanesmissing
5C13629-50-5FS5ms171.3235.93125.620.001Leppert2020balkanealkanesmissing
6C14629-59-4FS5ms186.8336.76126.760.001Leppert2020balkanealkanesmissing
7C15629-62-9FS5ms201.2537.39129.620.001Leppert2020balkanealkanesmissing
8C16544-76-3FS5ms215.138.46142.180.001Leppert2020balkanealkanesmissing
9C17629-78-7FS5ms227.9138.95145.360.001Leppert2020balkanealkanesmissing
10C18593-45-3FS5ms240.139.58153.290.001Leppert2020balkanealkanesmissing
11C19629-92-5FS5ms251.840.21159.470.001Leppert2020balkanealkanesmissing
12C20112-95-8FS5ms262.8140.67164.990.001Leppert2020balkanealkanesmissing
13C21629-94-7FS5ms273.3941.43179.470.001Leppert2020balkanealkanesmissing
14C22629-97-0FS5ms283.5541.89183.350.001Leppert2020balkanealkanesmissing
15C23638-67-5FS5ms293.1142.25188.990.001Leppert2020balkanealkanesmissing
16C24646-31-1FS5ms302.0542.21188.530.001Leppert2020balkanealkanesmissing
17C25629-99-2FS5ms310.6742.26189.510.001Leppert2020balkanealkanesmissing
18C26630-1-3FS5ms320.4244.16216.770.001Leppert2020balkanemissingmissing
19C27593-49-7FS5ms326.6241.9184.170.001Leppert2020balkanealkanesmissing
20C28630-2-4FS5ms334.1941.82183.910.001Leppert2020balkanemissingmissing
21C29630-3-5FS5ms341.441.67183.070.001Leppert2020balkanemissingmissing
22C30638-68-6FS5ms348.3941.57183.280.001Leppert2020balkanealkanesmissing

and extract all the names of the substances with:

solutes = GasChromatographySimulator.all_solutes(col.sp, db_dataframe);
22-element Vector{InlineStrings.String3}:
 "C9"
 "C10"
 "C11"
 "C12"
 "C13"
 "C14"
 "C15"
 "C16"
 "C17"
 "C18"
 ⋮
 "C22"
 "C23"
 "C24"
 "C25"
 "C26"
 "C27"
 "C28"
 "C29"
 "C30"

The injection is assumed to be ideal with initial peak widths τ₀ of 0 seconds and occuring at the beginning of the temperature program (t₀ of 0 seconds). The data for all solutes is finally loaded with:

t₀ = zeros(length(solutes))
τ₀ = zeros(length(solutes))
sub = GasChromatographySimulator.load_solute_database(db_dataframe, col.sp, col.gas, solutes, t₀, τ₀)

The parameters are combined:

par = GasChromatographySimulator.Parameters(col, prog_D, sub, opt);
nothing # hide

The temperature program and the pressure/flow program can be plotted:

p_flow = GasChromatographySimulator.plot_flow(par)
p_press = GasChromatographySimulator.plot_pressure(par)
p_temp = GasChromatographySimulator.plot_temperature(par)
l = @layout([a{0.65w} [b; c]])
p_TpF = plot(p_temp, p_press, p_flow, layout=l)

The temperatures at the column inlet and outlet are identical, the temperature along the colum is uniform. With the temperature program and the constant pressures, the flow decreases during the temperature program.

Finally, the simulation is executed:

peaklist, sol = GasChromatographySimulator.simulate(par);
nothing # hide

with the peaklist:

peaklist # hide

We know can compare the simulation results with the measured chromatogram. The file Leppert2020b_measured_RT_progD.csv contains the retention times and peak widths (as standard deviations) from the measurement.

measurement_D = DataFrame(CSV.File("../../data/Leppert2020b/Leppert2020b_measured_RT_progD.csv", header=1, silencewarnings=true));
measurement_D[!, 2] = measurement_D[!, 2] .* 60.0; # conversion from min -> s
rename!(measurement_D, [:Name, :tR, :τR]);
22×3 DataFrame
RowNametRτR
String3Float64Float64
1C9151.020.452
2C10273.540.654
3C11428.880.801
4C12596.280.872
5C13763.080.918
6C14923.880.926
7C151077.240.944
8C161223.220.936
9C171362.060.94
10C181494.180.951
11C191620.360.956
12C201741.080.988
13C211853.280.657
14C221914.180.466
15C231958.040.391
16C241993.920.38
17C252025.180.343
18C262053.440.333
19C272079.420.327
20C282103.90.311
21C292127.00.318
22C302149.20.306

The simulated and measured separations can be compared by comparing the peak lists:

compare = GasChromatographySimulator.compare_peaklist(measurement_D, peaklist)

Differences between measured and simulated retention times are in the range of some seconds, while the retention times are in minutes. Most differences are below 1%. The measured peak widths are 10 to 15% higher than the calculated peak widths.

The measured and simulated separation can also be compared by a plot of the chromatograms:

chrom_D = DataFrame(CSV.File("../../data/Leppert2020b/Leppert2020b_measured_Chrom_progD.csv", header=1, silencewarnings=true))
p_chrom, t, chrom = GasChromatographySimulator.plot_chromatogram(peaklist, (0.0, round(chrom_D[end,1];sigdigits=2)); annotation=false, number=true, mirror=true, offset=0.0)
plot!(p_chrom, chrom_D[!,1], chrom_D[!,2].*400.0.+0.1)
ylims!(-1.6,1.6)
xlims!(0.0,round(chrom_D[end,1];sigdigits=2))
p_chrom

The measured chromatogram is plotted in orange, while the simulated chromatogram is plotted in blue and mirrored.

Thermal gradient GC

The following example of a thermal gradient GC is the example medium gradient from [8].

Standard options are used (here the option ng has to be false):

opt_tg = GasChromatographySimulator.Options()
GasChromatographySimulator.Options(OwrenZen5(; stage_limiter! = trivial_limiter!, step_limiter! = trivial_limiter!, thread = static(false),), 1.0e-6, 0.001, "inlet", true, false, "Blumberg", "Pressure", 1.0e12)

And the column is 2.05 m long and has the same diameter, film thickness and stationary phase as in the example before. Here Helium is used as mobile phase.

col_tg = GasChromatographySimulator.Column(2.05, 0.104e-3, 0.104e-6, "FS5ms", "He");
GasChromatographySimulator.Column(2.05, 0.000104, [0.000104], 1.04e-7, [1.04e-7], "FS5ms", "He")

The program is taken from the measured temperatures and pressures during the GC run, stored in the file Leppert2020b_prog_settings_med_gradient_x90.csv.

prog_settings = DataFrame(CSV.File("../../data/Leppert2020b/Leppert2020b_prog_settings_med_gradient_x90.csv", header=1, silencewarnings=true));
2157×5 DataFrame
RowDeltatTDeltaTpinjpdet
Float64Float64Float64Float64Float64
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19150.0599.507-37.515256.56223.322
19160.0498.892-37.515256.524223.398
19170.0596.063-35.055256.358223.75
19180.0595.694-35.178256.336223.796
19190.0494.833-35.055256.285223.904
19200.0592.25-32.964256.131224.231
19210.0591.881-32.964256.109224.278
19220.0491.266-32.841256.072224.356
19230.0490.528-32.595256.027224.45
19240.0589.667-32.226255.975224.561
19250.0588.929-32.103255.93224.656
19260.0486.1-29.766255.756225.022
19270.0585.608-29.643255.726225.086
19280.0585.239-31.98255.703225.134
19290.0484.378-30.627255.649225.247
19300.0583.517-29.766255.596225.36
19310.0480.811-27.429255.426225.717
19320.0580.688-27.429255.418225.734
19330.0480.073-27.06255.379225.816
19340.0579.581-26.937255.348225.881
19350.0578.843-26.322255.301225.98
19360.0478.105-25.953255.253226.079
19370.0577.49-25.584255.214226.162
19380.0476.752-25.215255.167226.261
19390.0576.137-24.723255.127226.344
19400.0575.276-24.354255.071226.461
19410.0474.538-23.862255.023226.561
19420.0573.923-23.37254.983226.645
19430.0473.308-23.247254.943226.729
19440.0572.939-23.247254.919226.78
19450.0471.955-22.632254.854226.915
19460.0571.34-22.017254.814227.0
19470.0570.479-21.279254.757227.119
19480.0469.864-20.91254.716227.204
19490.0569.495-20.91254.692227.255
19500.0568.757-20.418254.643227.358
19510.0468.265-20.049254.61227.426
19520.0467.773-19.803254.577227.495
19530.0567.035-19.065254.527227.598
19540.0566.42-18.819254.486227.685
19550.0465.928-18.45254.453227.754
19560.0565.559-17.958254.428227.806
19570.0564.944-17.589254.386227.893
19580.0464.575-17.22254.361227.945
19590.0564.083-16.851254.327228.015
19600.0463.591-16.728254.294228.085
19610.0563.099-16.359254.26228.155
19620.0460.27-13.653254.066228.56
19630.0560.639-14.145254.091228.506
19640.0560.885-14.391254.108228.471
19650.0460.639-14.145254.091228.506
19660.0560.639-14.268254.091228.506
19670.0460.393-14.268254.074228.542
19680.0560.024-13.899254.049228.595
19690.0559.901-13.776254.04228.613
19700.0459.655-13.653254.023228.648
19710.0559.163-13.284253.989228.719
19720.0458.917-13.161253.972228.755
19730.0558.425-13.038253.937228.826
19740.0458.179-12.915253.92228.862
19750.0557.933-12.546253.903228.897
19760.0557.687-12.423253.886228.933
19770.0457.318-12.177253.86228.987
19780.0557.072-11.931253.843229.023
19790.0556.949-11.931253.834229.041
19800.0456.58-11.562253.808229.094
19810.0456.211-11.316253.782229.148
19820.0555.842-11.07253.756229.202
19830.0555.473-10.578253.73229.256
19840.0455.35-10.455253.721229.274
19850.0555.104-10.578253.704229.311
19860.0454.858-10.332253.687229.347
19870.0554.735-10.209253.678229.365
19880.0454.366-9.84253.652229.419
19890.0554.12-9.717253.634229.455
19900.0553.628-9.225253.599229.528
19910.0453.505-9.225253.59229.546
19920.0553.505-9.348253.59229.546
19930.0453.013-8.733253.555229.619
19940.0553.013-8.733253.555229.619
19950.0452.767-8.364253.538229.655
19960.0552.521-8.364253.52229.692
19970.0551.906-7.749253.476229.783
19980.0451.783-7.626253.467229.801
19990.0551.66-7.626253.458229.82
20000.0451.537-7.38253.449229.838
20010.0551.414-7.257253.441229.856
20020.0451.291-7.134253.432229.875
20030.0551.168-6.888253.423229.893
20040.0551.168-7.011253.423229.893
20050.0450.922-6.765253.405229.93
20060.0550.799-6.519253.396229.948
20070.0450.553-6.273253.379229.985
20080.0550.43-6.396253.37230.003
20090.0449.938-6.027253.334230.077
20100.0549.938-6.273253.334230.077
20110.0549.692-6.027253.316230.114
20120.0449.692-6.027253.316230.114
20130.0549.446-5.781253.298230.15
20140.0449.323-5.412253.289230.169
20150.0549.2-5.289253.281230.187
20160.0448.831-5.166253.254230.243
20170.0548.831-5.412253.254230.243
20180.0548.831-5.412253.254230.243
20190.0448.708-5.289253.245230.261
20200.0548.462-4.92253.227230.298
20210.0448.339-4.797253.218230.317
20220.0548.339-4.674253.218230.317
20230.0448.339-4.797253.218230.317
20240.0548.216-4.674253.209230.335
20250.0548.339-4.797253.218230.317
20260.0448.093-4.674253.2230.354
20270.0547.97-4.428253.191230.372
20280.0447.724-4.059253.173230.41
20290.0547.601-3.936253.164230.428
20300.0447.601-3.69253.164230.428
20310.0547.724-4.305253.173230.41
20320.0547.478-4.059253.155230.447
20330.0447.601-4.059253.164230.428
20340.0547.355-3.813253.146230.465
20350.0447.232-3.69253.137230.484
20360.0547.232-3.813253.137230.484
20370.0447.109-3.69253.128230.503
20380.0547.109-3.69253.128230.503
20390.0546.986-3.567253.119230.521
20400.0446.74-3.444253.101230.559
20410.0546.74-3.444253.101230.559
20420.0446.617-3.321253.092230.577
20430.0546.494-3.198253.083230.596
20440.0446.371-3.198253.074230.614
20450.0546.248-3.321253.065230.633
20460.0546.248-3.075253.065230.633
20470.0446.248-3.321253.065230.633
20480.0546.125-2.952253.056230.652
20490.0446.125-2.952253.056230.652
20500.0546.248-3.321253.065230.633
20510.0446.002-2.706253.047230.671
20520.0546.002-2.706253.047230.671
20530.0546.002-2.706253.047230.671
20540.0445.879-2.706253.038230.689
20550.0545.879-2.706253.038230.689
20560.0445.879-2.706253.038230.689
20570.0545.633-2.46253.019230.727
20580.0445.633-2.337253.019230.727
20590.0545.633-2.337253.019230.727
20600.0545.633-2.337253.019230.727
20610.0445.51-2.337253.01230.745
20620.0545.387-2.46253.001230.764
20630.0445.51-2.583253.01230.745
20640.0545.51-2.214253.01230.745
20650.0445.387-2.214253.001230.764
20660.0545.387-2.214253.001230.764
20670.0545.51-2.337253.01230.745
20680.0445.387-2.214253.001230.764
20690.0545.387-2.214253.001230.764
20700.0445.264-2.46252.992230.783
20710.0545.141-2.214252.983230.802
20720.0445.141-1.968252.983230.802
20730.0545.018-1.722252.974230.82
20740.0545.141-1.845252.983230.802
20750.0444.895-1.722252.965230.839
20760.0544.895-1.968252.965230.839
20770.0444.895-1.968252.965230.839
20780.0544.895-1.722252.965230.839
20790.0444.895-1.599252.965230.839
20800.0544.649-1.476252.947230.877
20810.0544.895-1.968252.965230.839
20820.0444.649-1.845252.947230.877
20830.0544.526-1.722252.938230.896
20840.0444.526-1.722252.938230.896
20850.0544.526-1.353252.938230.896
20860.0444.403-1.107252.929230.914
20870.0544.526-1.23252.938230.896
20880.0544.649-1.353252.947230.877
20890.0444.526-1.23252.938230.896
20900.0544.403-1.107252.929230.914
20910.0444.649-1.476252.947230.877
20920.0544.403-1.23252.929230.914
20930.0444.403-1.23252.929230.914
20940.0544.28-0.984252.919230.933
20950.0544.403-1.107252.929230.914
20960.0444.28-0.984252.919230.933
20970.0544.403-1.23252.929230.914
20980.0444.403-1.107252.929230.914
20990.0544.526-1.23252.938230.896
21000.0444.28-1.353252.919230.933
21010.0544.28-1.476252.919230.933
21020.0544.403-1.599252.929230.914
21030.0444.157-1.476252.91230.952
21040.0444.034-1.353252.901230.971
21050.0544.034-1.353252.901230.971
21060.0544.034-1.23252.901230.971
21070.0443.911-1.107252.892230.99
21080.0543.911-1.107252.892230.99
21090.0543.911-1.107252.892230.99
21100.0443.911-0.984252.892230.99
21110.0444.034-1.107252.901230.971
21120.0544.034-1.353252.901230.971
21130.0544.034-1.23252.901230.971
21140.0443.788-0.984252.883231.008
21150.0543.911-0.984252.892230.99
21160.0443.788-0.615252.883231.008
21170.0543.788-0.984252.883231.008
21180.0443.788-0.984252.883231.008
21190.0543.911-1.23252.892230.99
21200.0543.911-0.984252.892230.99
21210.0443.911-1.23252.892230.99
21220.0543.911-1.23252.892230.99
21230.0443.788-1.23252.883231.008
21240.0543.788-1.23252.883231.008
21250.0443.911-1.353252.892230.99
21260.0543.788-1.353252.883231.008
21270.0543.788-1.353252.883231.008
21280.0443.542-1.107252.865231.046
21290.0443.542-1.23252.865231.046
21300.0543.542-1.23252.865231.046
21310.0543.788-1.353252.883231.008
21320.0443.788-1.23252.883231.008
21330.0543.911-1.353252.892230.99
21340.0543.911-1.353252.892230.99
21350.0443.911-1.353252.892230.99
21360.0443.911-1.23252.892230.99
21370.0543.788-1.23252.883231.008
21380.0543.788-1.23252.883231.008
21390.0443.542-0.984252.865231.046
21400.0543.542-1.107252.865231.046
21410.0543.542-0.984252.865231.046
21420.0443.542-0.861252.865231.046
21430.0443.419-0.738252.855231.065
21440.0543.788-1.23252.883231.008
21450.0543.542-0.861252.865231.046
21460.0443.419-0.861252.855231.065
21470.0543.419-0.738252.855231.065
21480.0443.419-0.738252.855231.065
21490.0543.542-0.984252.865231.046
21500.0443.542-0.861252.865231.046
21510.0543.419-0.738252.855231.065
21520.0543.419-0.984252.855231.065
21530.0443.419-0.861252.855231.065
21540.0543.296-0.861252.846231.084
21550.0443.173-0.615252.837231.103
21560.0543.296-0.615252.846231.084
21570.0443.296-0.492252.846231.084

We do not need the measured temperatures and pressures at such a high measurement rate (every 40 to 50 ms). Only every 20th measurement point is used to re-construct the temperature and pressure program. The curvature factor $α$ is set to a value of -3.0, based on separate measurements of the temperature profile along the column.

# use only every 20th measurement
time = cumsum(prog_settings.Deltat)[1:20:end]
time_steps = Array{Float64}(undef, length(time))
for i=2:length(time)
    time_steps[i] = time[i]-time[i-1]
end
time_steps[1] = 0.0
temp_steps = prog_settings.T[1:20:end]
ΔT_steps = prog_settings.DeltaT[1:20:end]
pin_steps = prog_settings.pinj[1:20:end].*1000.0 .+ 101300.0
pout_steps = prog_settings.pdet[1:20:end].*1000.0
α_steps = -3.0.*ones(length(ΔT_steps))
x₀_steps = zeros(length(ΔT_steps))
L₀_steps = col_tg.L.*ones(length(ΔT_steps))
prog_med_grad = GasChromatographySimulator.Program(time_steps, temp_steps, pin_steps, pout_steps, ΔT_steps, x₀_steps, L₀_steps, α_steps, "outlet", col_tg.L);
GasChromatographySimulator.Program{GasChromatographySimulator.var"#gf#2"{String, Matrix{Float64}}}([0.0, 0.9200000000000003, 0.9100000000000007, 0.9199999999999986, 0.9199999999999995, 0.910000000000001, 0.9199999999999999, 0.9199999999999982, 0.9200000000000008, 0.9300000000000006  …  0.9199999999999875, 0.9100000000000108, 0.9200000000000017, 0.9099999999999966, 0.9200000000000017, 0.9099999999999966, 0.9200000000000017, 0.9099999999999966, 0.9099999999999966, 0.9200000000000017], [49.323, 48.954, 49.323, 49.077, 49.569, 49.446, 48.831, 49.323, 49.077, 49.077  …  63.099, 56.211, 51.414, 48.339, 46.74, 45.51, 44.895, 44.28, 43.911, 43.542], [354589.48, 354562.67000000004, 354589.48, 354571.61, 354607.32, 354598.4, 354553.72, 354589.48, 354571.61, 354571.61  …  355560.34, 355082.14, 354740.58, 354517.9, 354400.94, 354310.42000000004, 354264.98, 354219.43, 354192.04000000004, 354164.6], [230168.87, 230224.3, 230168.87, 230205.81999999998, 230131.96, 230150.41, 230242.79, 230168.87, 230205.81999999998, 230205.81999999998  …  228154.50999999998, 229148.40000000002, 229856.25, 230316.84999999998, 230558.51, 230745.38999999998, 230839.16, 230933.15000000002, 230989.65000000002, 231046.23], GasChromatographySimulator.var"#gf#2"{String, Matrix{Float64}}("outlet", [-2.829 0.0 2.05 -3.0; -2.46 0.0 2.05 -3.0; … ; -1.23 0.0 2.05 -3.0; -0.984 0.0 2.05 -3.0]), [-2.829 0.0 2.05 -3.0; -2.46 0.0 2.05 -3.0; … ; -1.23 0.0 2.05 -3.0; -0.984 0.0 2.05 -3.0], 2051×108 extrapolate(interpolate((0.0:0.001:2.05,::Vector{Float64}), ::Matrix{Real}, Gridded(Linear())), Flat()) with element type Float64:
 319.644  319.644  319.644  319.89   …  316.077  315.954  315.831  315.708
 319.644  319.644  319.644  319.89      316.077  315.954  315.831  315.708
 319.645  319.644  319.645  319.89      316.077  315.954  315.831  315.708
 319.645  319.645  319.645  319.891     316.078  315.954  315.831  315.708
 319.645  319.645  319.645  319.891     316.078  315.955  315.831  315.708
 319.645  319.645  319.645  319.891  …  316.078  315.955  315.832  315.708
 319.646  319.645  319.646  319.891     316.078  315.955  315.832  315.709
 319.646  319.646  319.646  319.892     316.078  315.955  315.832  315.709
 319.646  319.646  319.646  319.892     316.079  315.955  315.832  315.709
 319.646  319.646  319.646  319.892     316.079  315.955  315.832  315.709
   ⋮                                 ⋱             ⋮               
 322.44   322.075  322.44   322.199     318.022  317.413  317.046  316.68
 322.444  322.079  322.444  322.203     318.025  317.415  317.048  316.682
 322.448  322.082  322.448  322.206     318.028  317.417  317.05   316.683
 322.452  322.086  322.452  322.21   …  318.03   317.419  317.052  316.685
 322.456  322.089  322.456  322.213     318.033  317.421  317.054  316.686
 322.46   322.093  322.46   322.217     318.036  317.423  317.056  316.688
 322.465  322.097  322.465  322.22      318.039  317.426  317.057  316.689
 322.469  322.1    322.469  322.224     318.042  317.428  317.059  316.691
 322.473  322.104  322.473  322.227  …  318.045  317.43   317.061  316.692, 108-element extrapolate(interpolate((::Vector{Float64},), ::Vector{Float64}, Gridded(Linear())), Flat()) with element type Float64:
 354589.48
 354562.67000000004
 354589.48
 354571.61
 354607.32
 354598.4
 354553.72
 354589.48
 354571.61
 354571.61
      ⋮
 355082.14
 354740.58
 354517.9
 354400.94
 354310.42000000004
 354264.98
 354219.43
 354192.04000000004
 354164.6, 108-element extrapolate(interpolate((::Vector{Float64},), ::Vector{Float64}, Gridded(Linear())), Flat()) with element type Float64:
 230168.87
 230224.3
 230168.87
 230205.81999999998
 230131.96
 230150.41
 230242.79
 230168.87
 230205.81999999998
 230205.81999999998
      ⋮
 229148.40000000002
 229856.25
 230316.84999999998
 230558.51
 230745.38999999998
 230839.16
 230933.15000000002
 230989.65000000002
 231046.23)

The same solutes sub are used as in the previous example.

The parameters are combined:

par_tg = GasChromatographySimulator.Parameters(col_tg, prog_med_grad, sub, opt_tg);

The temperature program and the pressure/flow program can be plotted:

p_flow_tg = GasChromatographySimulator.plot_flow(par_tg)
p_press_tg = GasChromatographySimulator.plot_pressure(par_tg)
p_temp_tg = GasChromatographySimulator.plot_temperature(par_tg)
l = @layout([a{0.65w} [b; c]])
p_TpF_tg = plot(p_temp_tg, p_press_tg, p_flow_tg, layout=l)

The temperature at the outlet side of the column is programmed linearly starting with 50°C (hold for 10 s), heating to 370°C in 60 s (heating ramp of 5.33°C/s). During this heating ramp the temperature at the inlet side of the column is heated faster, resulting in an increasing temperature difference, until around 40 s where the temperature at the inlet increases slower than on the outlet resulting in an decreasing temperature difference.

Finally the simulation is run by:

peaklist_tg, sol_tg = GasChromatographySimulator.simulate(par_tg);

The file Leppert2020b_measured_RT_med_gradient.csv contains the retention times and peak widths (as standard deviations) from the measured chromatogram.

measurement_tg = DataFrame(CSV.File("../../data/Leppert2020b/Leppert2020b_measured_RT_med_gradient.csv", header=1, silencewarnings=true));
measurement_tg[!, 3] = measurement_tg[!, 3] ./ 1000.0; # conversion from ms -> s
rename!(measurement_tg, [:Name, :tR, :τR]);
22×3 DataFrame
RowNametRτR
String3Float64Float64
1C914.76830.0669811
2C1018.22830.0565467
3C1121.02830.0526464
4C1223.50830.0609966
5C1325.76830.0581621
6C1427.88830.0571819
7C1529.88830.0574451
8C1631.80830.0573303
9C1733.66830.0598955
10C1835.46830.0616608
11C1937.22830.0638519
12C2038.90830.0636418
13C2140.54830.0664711
14C2242.12830.068909
15C2343.66830.0718497
16C2445.14830.0726997
17C2546.58830.0772066
18C2648.02830.0816995
19C2749.42830.0847638
20C2850.82830.0920254
21C2952.20830.0987833
22C3053.54830.110653

The simulated and measured separations can be compared by comparing the peak lists:

compare_tg = GasChromatographySimulator.compare_peaklist(measurement_tg, peaklist_tg)

Differences in retention times are below 1 s, while the retention times are in the range of several seconds. Relative retention time differences are below 4%. The peak widths on the other hand are partly more than 50% higher in the measurement than in the simulation. Main reasons are peak broadening effects outside the scope of this simulation, e.g. extra-column broadening (in the detector) and asymmetric peak broadening (tailing of the peaks, especially for the later substances).

The measured and simulated separation can also be compared by a plot of the chromatograms:

chrom_tg = DataFrame(CSV.File("../../data/Leppert2020b/Leppert2020b_measured_Chrom_med_gradient_x90.csv", header=1, silencewarnings=true))
p_chrom_tg, t_, chrom_ = GasChromatographySimulator.plot_chromatogram(peaklist_tg, (0.0, 55.0); annotation=false, number=true, mirror=true, offset=0.0)
plot!(p_chrom_tg, chrom_tg[!,1].*60.0, chrom_tg[!,2].*8e-5)
ylims!(-13,13)
xlims!(0.0,55.0)
p_chrom_tg

The measured chromatogram is plotted in orange, while the simulated chromatogram is plotted in blue and mirrored.