Note
Click here to download the full example code
5. Vapor + Halite coexistence surface
Calculate VH surface and properties, and compare result with [Driesner, 2007].
Python code
import os
import numpy as np
import time
import linecache
import matplotlib.pyplot as plt
import matplotlib as mpl
from matplotlib import patches
import matplotlib.ticker as ticker
from matplotlib.ticker import MultipleLocator
from tabulate import tabulate
from matplotlib.patches import Patch
import copy
import warnings
warnings.filterwarnings("ignore", category=RuntimeWarning)
# 3d plot
import helpfunc
mpl.rcParams['font.family'] = 'Arial' # default font family
mpl.rcParams['mathtext.fontset'] = 'cm' # font for math
dpi=100
fmt_figs = [] # ['svg','pdf']
figpath = '.'
result_path='../../../gallery_H2ONaCl/pT'
def savefig(figname):
for fmt_fig in fmt_figs:
figname_full = '%s/%s.%s' % (figpath, figname, fmt_fig)
plt.savefig(figname_full, bbox_inches='tight',dpi=dpi)
print('figure saved: ', figname_full)
compare = lambda a,b : float(str('%.6e'%(a)))-float(str('%.6e'%(b)))
# Import package of xThermo
from xThermo import H2O
from xThermo import NaCl
from xThermo import H2ONaCl
sw_84 = H2ONaCl.cH2ONaCl("IAPS84")
sw_95 = H2ONaCl.cH2ONaCl("IAPWS95")
def plot_3d(sw,scale='linear'):
fig=plt.figure(figsize=(14,14))
ax = fig.add_subplot(111,projection='3d',facecolor='None')
xcenter=1 # X<1% wt.% use log scale, if X>=1% wt.% NaCl, use linear scale
axtrans=[]
if(scale=='loglinear'):
axtrans=helpfunc.set_axis_diagram_3D_loglinearx(ax,xcenter=xcenter,ratio_log_lin=(1,1),zlim=(sw.pmin()/1E5,600),xMajor_loc_log=2,xMajor_loc_linear=10,xMinor_loc_linear=2,zMajor_loc=100,zMinor_loc=20,ylim=(90,820),xlim=(1E-14,100),xlabel='log$_{\mathregular{10}}$(Wt.% NaCl)')
else:
helpfunc.set_axis_diagram_3D(ax,zlim=(sw.pmin()/1E5,600),zMajor_loc=100,zMinor_loc=20)
transform_X = lambda X : helpfunc.data2axis_loglin(axtrans,X) if(scale=='loglinear') else X
# plot VLH surface as reference
T = np.linspace(H2ONaCl.T_MIN_VLH, sw.Tmax_VLH(), 100)
P_vlh = np.array(sw.P_VLH(T))
# X_haliteLiquidus=np.array(sw.X_HaliteLiquidus(T,P))
Xl_vlh, Xv_vlh = np.array(sw.X_VLH(T,P_vlh))
# plot
n_log,n_linear=20,40
X = np.linspace(H2ONaCl.X_MIN, H2ONaCl.X_MAX, n_log+n_linear)
TT,XX = np.meshgrid(T, X)
PP = np.zeros_like(TT)
for i in range(0,PP.shape[0]):
PP[i,:]=P_vlh
# 1. vapor -> liquid region
for j in range(0,PP.shape[1]):
XX[:,j] = np.append(10**np.linspace(np.log10(Xv_vlh[j]),np.log10(xcenter/100),n_log), np.linspace(xcenter/100,Xl_vlh[j],n_linear))
xx_plot = transform_X(XX*100)
ax.plot_surface(xx_plot,TT-273.15,PP/1E5,color='w',alpha=0.5)
ax.plot_wireframe(xx_plot,TT-273.15,PP/1E5,ec='b',lw=0.8,label='VLH: V->L')
# 2. liquid -> halite region
for j in range(0,PP.shape[1]):
XX[:,j] = np.linspace(Xl_vlh[j], 1,len(X))
xx_plot = transform_X(XX*100)
ax.plot_surface(xx_plot,TT-273.15,PP/1E5,color='w',alpha=0.5)
ax.plot_wireframe(xx_plot,TT-273.15,PP/1E5,ec='orange',lw=0.8,label='VLH: L->H')
# 3. Halite saturated vapor in VH region
P = np.linspace(0,1,40)
TT,PP = np.meshgrid(T,P)
for i in range(0,len(T)):
PP[:,i] = np.linspace(sw.pmin(),P_vlh[i],len(P))
XX_VH = np.array(sw.X_VH(TT.reshape(-1,),PP.reshape(-1,)))
xx_plot = transform_X(XX_VH.reshape(TT.shape)*100)
ax.plot_surface(xx_plot,TT-273.15,PP/1E5,color='w',alpha=0.5)
ax.plot_wireframe(xx_plot,TT-273.15,PP/1E5,ec='purple',lw=0.8,label='VH: vapor')
# halite
ax.plot(transform_X(Xl_vlh*0+100), T-273.15, P_vlh/1E5, color='k',label='VLH: halite',lw=4)
# halite liquidus
ax.plot(transform_X(Xl_vlh*100), T-273.15, P_vlh/1E5, color='g',label='VLH: liquid',lw=4)
# upper pressure bound
ax.plot(transform_X(Xv_vlh*100), T-273.15, P_vlh/1E5, color='r',label='VLH: vapor',lw=4)
# lower pressure bound
Xv_pmin = np.array(sw.X_VH(T,T*0 + sw.pmin()))
ax.plot(transform_X(Xv_pmin*100), T-273.15, T*0+sw.pmin()/1E5, color='blue',label='VH: vapor (P=%.0f bar)'%(sw.pmin()/1E5),lw=4)
# plot several isotherm profile on X-p plane: Fig. 8a in Driesner(2007a)
for i,T0 in enumerate([300, 450, 500, 550, 650]):
P_ = np.linspace(sw.pmin(),sw.P_VLH(T0+273.15),100)
X_ = np.array(sw.X_VH(P_*0 + T0 + 273.15, P_))
l,=ax.plot(transform_X(X_*100), X_*0 + ax.get_ylim()[1], P_/1E5)
helpfunc.text3d(ax, (transform_X(10**(-13+1.2*i)),800,50+i*50), 'T=%.0f$^{\circ}$C'%(T0),zdir='y',size=0.05, fc=l.get_color(), ec="None",ha='left',va='bottom')
# # add line of VLH
# Xl_=sw.X_HaliteLiquidus(T0+273.15, P_[-1])
# ax.plot(np.log10(np.array([X_[-1],Xl_])*100),np.array([ax.get_ylim()[1]]*2),np.array([P_[-1]]*2)/1E5,color='b')
# ax.plot(np.log10(np.array([Xl_,1])*100),np.array([ax.get_ylim()[1]]*2),np.array([P_[-1]]*2)/1E5,color='orange')
# ax.plot(np.log10(Xv_vlh*100), T*0 + ax.get_ylim()[1], P_vlh/1E5, color='r',label='VLH: vapor',lw=1,ls='dashed')
# legend
leg=ax.legend()
# change legend handle of wireframe of phase boundaries to wireframe hatch
for i in [0,1,2]:
leg.legendHandles[i]=Patch(facecolor='white', edgecolor=leg.legendHandles[i]._color,linewidth=0.0,label=leg.texts[i]._text,hatch='++++')
ax.legend(handles=leg.legendHandles, loc='upper left',ncol=7)
# text
helpfunc.text3d(ax,(transform_X(1E-12),800,sw.pmin()/1E5),"P$_{min}$=%.0f bar"%(sw.pmin()/1E5),size=0.07,angle=-90,ec='None',fc='k')
ax.view_init(elev=25, azim=-145)
savefig('PhaseBoundary_VH_3D_%s'%(scale))
General 3D view: linear scale (left panel) and log-linear scale (right panel)
The VH surface connect to the Vapor side of VLH surface which can be calculated by function Xl_vlh, Xv_vlh = V_VLH(T, P)
plot_3d(sw_84,scale='linear')
plot_3d(sw_84,scale='loglinear')
Benchmark comparison
Compare halite saturated vapor composition of xThermo and [Driesner, 2007], and also compare result based on different EOS of water.
Python code
def benchmark_VL(sw,mmc4='../Driesner2007a/1-s2.0-S0016703707002943-mmc4.txt'):
# compare
if(not os.path.exists(mmc4)):
print('Please set correct mmc4 file path: %s'%(mmc4))
exit()
T0,P0,X0=data=np.loadtxt(mmc4, skiprows=7,unpack=True)
XL0_wt= np.array(sw.Mol2Wt(X0))*100
# 1. calculate halite saturated vapor composition: XV_VH
X_ = np.array(sw.X_VH(T0+273.15,P0*1E5))
X_mol_ = np.array(sw.Wt2Mol(X_))
# compare result dict
Data0 = {'Xv':X0}
Data_ = {'Xv':X_mol_}
Err,RErr={},{}
for key in Data0.keys(): Err[key],RErr[key] = Data0[key]-Data_[key], np.abs(Data0[key]-Data_[key])/(Data0[key])*100.0
# print to file
fpout = open('%s/mmc4a_%s.csv'%(result_path,sw.name_backend()),'w')
fpout.write('T[C],P[bar],XV(Driesner)[mol],XV(xThermo)[mol],XV(diff)[mol]\n')
for i in range(0,len(T0)):
fpout.write('%.6e,%.6e'%(T0[i]-273.15,P0[i]))
for key in Data0.keys():
fpout.write(',%.6e,%.6e,%.6e'%(Data0[key][i], Data_[key][i],compare(Data0[key][i],Data_[key][i])))
fpout.write('\n')
fpout.close()
# plot data
fig=plt.figure(figsize=(8,8))
ax=plt.gca()
cmap,vmin,vmax='YlGnBu_r',sw.pmin()/1E5,H2ONaCl.P_Peak_VLH/1E5
CS=ax.scatter(X0,T0,c=P0,cmap=cmap,vmin=vmin,vmax=vmax,s=5)
ax_cb=ax.inset_axes([1.02,0,0.05,1])
plt.colorbar(CS,cax=ax_cb,label='Pressure (bar)')
# also plot VLH: vapor curve
T = np.linspace(H2ONaCl.T_MIN_VLH, sw.Tmax_VLH(), 100)
P_vlh = np.array(sw.P_VLH(T))
# X_haliteLiquidus=np.array(sw.X_HaliteLiquidus(T,P))
Xl_vlh, Xv_vlh = np.array(sw.X_VLH(T,P_vlh))
helpfunc.plot_coloredline(ax,np.array(sw.Wt2Mol(Xv_vlh)), T-273.15, P_vlh/1E5,cmap=cmap,vmin=vmin,vmax=vmax,lw=2)
XV_VH_pmin = np.array(sw.X_VH(T,T*0+sw.pmin()))
helpfunc.plot_coloredline(ax,np.array(sw.Wt2Mol(XV_VH_pmin)), T-273.15, T*0+sw.pmin()/1E5 ,cmap=cmap,vmin=vmin,vmax=vmax,lw=2)
ax.annotate("VLH: vapor",ha='center',va='center', xy=(1E-6,320),xytext=(1E-6,150), bbox={'fc':'None','ec':'r'},fontsize=14,fontweight='bold', arrowprops=dict(arrowstyle="->",connectionstyle="arc3"),)
ax.annotate("Halite saturated vapor\nat $P_{min}$=%.0f bar"%(sw.pmin()/1E5),ha='center',va='top', xy=(2E-13,290),xytext=(2E-13,500), bbox={'fc':'None','ec':'b'},fontsize=14,fontweight='bold', arrowprops=dict(arrowstyle="->",connectionstyle="arc3"),)
ax.grid(lw=0.2,color='gray')
ax.set_ylim(H2ONaCl.T_MIN_VLH-273.15, H2ONaCl.T_MAX_VLH-273.15)
ax.set_xscale('log')
ax.set_ylabel('Temperature ($^{\circ}$C)')
ax.set_xlabel('X$_{\mathregular{NaCl}}$ (mole fraction)')
# savefig('mmc4a')
# statistics of the difference
table=[]
for key,name in zip(list(Err.keys()),['XV (mole fraction)']):
RErr[key] = RErr[key][~(np.isnan(RErr[key]) | np.isinf(RErr[key]))]
table.append([name,Err[key].min(),Err[key].max(),RErr[key].min(),RErr[key].max()])
print(tabulate(table, headers=['Critical property', 'Err. Min', 'Err. Max','RE. Min(%)','RE. Max(%)'],numalign="right",floatfmt=".6f"))
Based on IAPS84 EOS
benchmark_VL(sw_84)
Out:
Critical property Err. Min Err. Max RE. Min(%) RE. Max(%)
------------------- ---------- ---------- ------------ ------------
XV (mole fraction) -0.000000 0.000000 0.000000 0.000105
Based on IAPWS95 EOS
benchmark_VL(sw_95)
Out:
Critical property Err. Min Err. Max RE. Min(%) RE. Max(%)
------------------- ---------- ---------- ------------ ------------
XV (mole fraction) -0.000000 0.000000 0.000000 0.884347
Result table
See also
Electronic Annex EA-4 in [Driesner & Heinrich, 2007] and Fig. 8 in [Driesner & Heinrich, 2007].
Result data calculated by xThermo based on both water EOS of IAPS84 and IAPWS95.
T[C] |
P[bar] |
XV(Driesner)[mol] |
XV(xThermo)[mol] |
XV(diff)[mol] |
---|---|---|---|---|
1.685000e+01 |
5.000000e+01 |
2.759550e-07 |
2.759550e-07 |
0.000000e+00 |
2.185000e+01 |
5.000000e+01 |
2.318952e-07 |
2.318952e-07 |
0.000000e+00 |
2.685000e+01 |
5.000000e+01 |
1.931804e-07 |
1.931804e-07 |
0.000000e+00 |
3.185000e+01 |
5.000000e+01 |
1.593317e-07 |
1.593317e-07 |
0.000000e+00 |
3.685000e+01 |
5.000000e+01 |
1.302618e-07 |
1.302618e-07 |
0.000000e+00 |
4.185000e+01 |
5.000000e+01 |
1.058254e-07 |
1.058254e-07 |
0.000000e+00 |
4.685000e+01 |
5.000000e+01 |
8.569633e-08 |
8.569633e-08 |
0.000000e+00 |
5.185000e+01 |
5.000000e+01 |
6.939659e-08 |
6.939659e-08 |
0.000000e+00 |
5.685000e+01 |
5.000000e+01 |
5.637183e-08 |
5.637183e-08 |
0.000000e+00 |
6.185000e+01 |
5.000000e+01 |
4.606286e-08 |
4.606286e-08 |
0.000000e+00 |
6.685000e+01 |
5.000000e+01 |
3.795396e-08 |
3.795396e-08 |
0.000000e+00 |
7.185000e+01 |
5.000000e+01 |
3.159766e-08 |
3.159766e-08 |
0.000000e+00 |
7.685000e+01 |
5.000000e+01 |
2.662167e-08 |
2.662167e-08 |
0.000000e+00 |
8.185000e+01 |
5.000000e+01 |
2.272487e-08 |
2.272487e-08 |
0.000000e+00 |
8.685000e+01 |
5.000000e+01 |
1.966743e-08 |
1.966743e-08 |
0.000000e+00 |
9.185000e+01 |
5.000000e+01 |
1.725747e-08 |
1.725747e-08 |
0.000000e+00 |
9.685000e+01 |
5.000000e+01 |
1.533012e-08 |
1.533012e-08 |
0.000000e+00 |
1.018500e+02 |
5.000000e+01 |
1.362180e-08 |
1.362180e-08 |
0.000000e+00 |
1.068500e+02 |
5.000000e+01 |
1.221553e-08 |
1.221553e-08 |
0.000000e+00 |
1.118500e+02 |
5.000000e+01 |
1.124970e-08 |
1.124970e-08 |
0.000000e+00 |
1.168500e+02 |
5.000000e+01 |
1.056732e-08 |
1.056732e-08 |
0.000000e+00 |
1.218500e+02 |
5.000000e+01 |
1.008300e-08 |
1.008300e-08 |
0.000000e+00 |
1.268500e+02 |
5.000000e+01 |
9.746070e-09 |
9.746070e-09 |
0.000000e+00 |
1.318500e+02 |
5.000000e+01 |
9.525190e-09 |
9.525190e-09 |
0.000000e+00 |
1.368500e+02 |
5.000000e+01 |
9.400591e-09 |
9.400591e-09 |
0.000000e+00 |
1.418500e+02 |
5.000000e+01 |
9.359899e-09 |
9.359899e-09 |
0.000000e+00 |
1.468500e+02 |
5.000000e+01 |
9.395722e-09 |
9.395722e-09 |
0.000000e+00 |
1.518500e+02 |
5.000000e+01 |
9.504212e-09 |
9.504212e-09 |
0.000000e+00 |
1.568500e+02 |
5.000000e+01 |
9.684200e-09 |
9.684200e-09 |
0.000000e+00 |
1.618500e+02 |
5.000000e+01 |
9.936664e-09 |
9.936664e-09 |
0.000000e+00 |
1.668500e+02 |
5.000000e+01 |
1.026443e-08 |
1.026443e-08 |
0.000000e+00 |
1.718500e+02 |
5.000000e+01 |
1.067203e-08 |
1.067203e-08 |
0.000000e+00 |
1.768500e+02 |
5.000000e+01 |
1.116564e-08 |
1.116564e-08 |
0.000000e+00 |
1.818500e+02 |
5.000000e+01 |
1.175312e-08 |
1.175312e-08 |
0.000000e+00 |
1.868500e+02 |
5.000000e+01 |
1.244412e-08 |
1.244412e-08 |
0.000000e+00 |
1.918500e+02 |
5.000000e+01 |
1.325023e-08 |
1.325023e-08 |
0.000000e+00 |
1.968500e+02 |
5.000000e+01 |
1.418521e-08 |
1.418521e-08 |
0.000000e+00 |
2.018500e+02 |
5.000000e+01 |
1.526524e-08 |
1.526524e-08 |
0.000000e+00 |
2.068500e+02 |
5.000000e+01 |
1.650923e-08 |
1.650923e-08 |
0.000000e+00 |
2.118500e+02 |
5.000000e+01 |
1.793926e-08 |
1.793926e-08 |
0.000000e+00 |
2.168500e+02 |
5.000000e+01 |
1.958098e-08 |
1.958098e-08 |
0.000000e+00 |
2.218500e+02 |
5.000000e+01 |
2.146415e-08 |
2.146415e-08 |
0.000000e+00 |
2.268500e+02 |
5.000000e+01 |
2.362331e-08 |
2.362331e-08 |
0.000000e+00 |
2.318500e+02 |
5.000000e+01 |
2.610101e-08 |
2.610101e-08 |
0.000000e+00 |
2.368500e+02 |
5.000000e+01 |
2.894310e-08 |
2.894311e-08 |
-1.000000e-14 |
2.418500e+02 |
5.000000e+01 |
3.219789e-08 |
3.219789e-08 |
0.000000e+00 |
2.468500e+02 |
5.000000e+01 |
3.592073e-08 |
3.592073e-08 |
0.000000e+00 |
2.518500e+02 |
5.000000e+01 |
4.017492e-08 |
4.017493e-08 |
-1.000000e-14 |
2.568500e+02 |
5.000000e+01 |
4.503268e-08 |
4.503269e-08 |
-1.000000e-14 |
2.618500e+02 |
5.000000e+01 |
5.057621e-08 |
5.057622e-08 |
-1.000000e-14 |
2.668500e+02 |
5.000000e+01 |
5.689899e-08 |
5.689901e-08 |
-2.000000e-14 |
2.718500e+02 |
5.000000e+01 |
6.410715e-08 |
6.410716e-08 |
-1.000000e-14 |
2.768500e+02 |
5.000000e+01 |
7.232101e-08 |
7.232103e-08 |
-2.000000e-14 |
2.818500e+02 |
5.000000e+01 |
8.167690e-08 |
8.167692e-08 |
-2.000000e-14 |
2.868500e+02 |
5.000000e+01 |
9.232902e-08 |
9.232904e-08 |
-2.000000e-14 |
2.918500e+02 |
5.000000e+01 |
1.044517e-07 |
1.044517e-07 |
0.000000e+00 |
2.968500e+02 |
5.000000e+01 |
1.182418e-07 |
1.182418e-07 |
0.000000e+00 |
3.018500e+02 |
5.000000e+01 |
1.339213e-07 |
1.339213e-07 |
0.000000e+00 |
3.068500e+02 |
5.000000e+01 |
1.517404e-07 |
1.517404e-07 |
0.000000e+00 |
3.118500e+02 |
5.000000e+01 |
1.719808e-07 |
1.719808e-07 |
0.000000e+00 |
3.168500e+02 |
5.000000e+01 |
1.949593e-07 |
1.949594e-07 |
-1.000000e-13 |
3.218500e+02 |
5.000000e+01 |
2.210319e-07 |
2.210320e-07 |
-1.000000e-13 |
3.268500e+02 |
5.000000e+01 |
2.505982e-07 |
2.505982e-07 |
0.000000e+00 |
3.318500e+02 |
5.000000e+01 |
2.841061e-07 |
2.841062e-07 |
-1.000000e-13 |
3.368500e+02 |
5.000000e+01 |
3.220579e-07 |
3.220579e-07 |
0.000000e+00 |
3.418500e+02 |
5.000000e+01 |
3.650152e-07 |
3.650152e-07 |
0.000000e+00 |
3.468500e+02 |
5.000000e+01 |
4.136063e-07 |
4.136064e-07 |
-1.000000e-13 |
3.518500e+02 |
5.000000e+01 |
4.685330e-07 |
4.685331e-07 |
-1.000000e-13 |
3.568500e+02 |
5.000000e+01 |
5.305785e-07 |
5.305786e-07 |
-1.000000e-13 |
3.618500e+02 |
5.000000e+01 |
6.006158e-07 |
6.006159e-07 |
-1.000000e-13 |
3.668500e+02 |
5.000000e+01 |
6.796173e-07 |
6.796175e-07 |
-2.000000e-13 |
3.718500e+02 |
5.000000e+01 |
7.686652e-07 |
7.686654e-07 |
-2.000000e-13 |
3.768500e+02 |
5.000000e+01 |
8.689623e-07 |
8.689625e-07 |
-2.000000e-13 |
3.818500e+02 |
5.000000e+01 |
9.818444e-07 |
9.818445e-07 |
-1.000000e-13 |
3.868500e+02 |
5.000000e+01 |
1.108793e-06 |
1.108794e-06 |
-1.000000e-12 |
3.918500e+02 |
5.000000e+01 |
1.251452e-06 |
1.251453e-06 |
-1.000000e-12 |
3.968500e+02 |
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6.908510e-05 |
-4.000000e-11 |
3.068500e+02 |
3.000000e+02 |
6.785568e-05 |
6.785572e-05 |
-4.000000e-11 |
3.118500e+02 |
3.000000e+02 |
6.686063e-05 |
6.686067e-05 |
-4.000000e-11 |
3.168500e+02 |
3.000000e+02 |
6.608259e-05 |
6.608263e-05 |
-4.000000e-11 |
3.218500e+02 |
3.000000e+02 |
6.550685e-05 |
6.550690e-05 |
-5.000000e-11 |
3.268500e+02 |
3.000000e+02 |
6.512097e-05 |
6.512101e-05 |
-4.000000e-11 |
3.318500e+02 |
3.000000e+02 |
6.491448e-05 |
6.491452e-05 |
-4.000000e-11 |
3.368500e+02 |
3.000000e+02 |
6.487867e-05 |
6.487872e-05 |
-5.000000e-11 |
3.418500e+02 |
3.000000e+02 |
6.500640e-05 |
6.500644e-05 |
-4.000000e-11 |
3.468500e+02 |
3.000000e+02 |
6.529188e-05 |
6.529192e-05 |
-4.000000e-11 |
3.518500e+02 |
3.000000e+02 |
6.573056e-05 |
6.573060e-05 |
-4.000000e-11 |
3.568500e+02 |
3.000000e+02 |
6.631901e-05 |
6.631905e-05 |
-4.000000e-11 |
3.618500e+02 |
3.000000e+02 |
6.705480e-05 |
6.705485e-05 |
-5.000000e-11 |
3.668500e+02 |
3.000000e+02 |
6.793644e-05 |
6.793648e-05 |
-4.000000e-11 |
3.718500e+02 |
3.000000e+02 |
6.896325e-05 |
6.896329e-05 |
-4.000000e-11 |
3.768500e+02 |
3.000000e+02 |
7.013537e-05 |
7.013542e-05 |
-5.000000e-11 |
3.818500e+02 |
3.000000e+02 |
7.145366e-05 |
7.145371e-05 |
-5.000000e-11 |
3.868500e+02 |
3.000000e+02 |
7.291967e-05 |
7.291971e-05 |
-4.000000e-11 |
3.918500e+02 |
3.000000e+02 |
7.453560e-05 |
7.453564e-05 |
-4.000000e-11 |
3.968500e+02 |
3.000000e+02 |
7.630428e-05 |
7.630433e-05 |
-5.000000e-11 |
4.018500e+02 |
3.000000e+02 |
7.822916e-05 |
7.822920e-05 |
-4.000000e-11 |
4.068500e+02 |
3.000000e+02 |
8.031424e-05 |
8.031428e-05 |
-4.000000e-11 |
4.118500e+02 |
3.000000e+02 |
8.256412e-05 |
8.256416e-05 |
-4.000000e-11 |
4.168500e+02 |
3.000000e+02 |
8.498395e-05 |
8.498400e-05 |
-5.000000e-11 |
2.518500e+02 |
3.500000e+02 |
2.535087e-04 |
2.535088e-04 |
-1.000000e-10 |
2.568500e+02 |
3.500000e+02 |
2.379103e-04 |
2.379104e-04 |
-1.000000e-10 |
2.618500e+02 |
3.500000e+02 |
2.242973e-04 |
2.242975e-04 |
-2.000000e-10 |
2.668500e+02 |
3.500000e+02 |
2.123784e-04 |
2.123786e-04 |
-2.000000e-10 |
2.718500e+02 |
3.500000e+02 |
2.019188e-04 |
2.019189e-04 |
-1.000000e-10 |
2.768500e+02 |
3.500000e+02 |
1.927265e-04 |
1.927266e-04 |
-1.000000e-10 |
2.818500e+02 |
3.500000e+02 |
1.846434e-04 |
1.846435e-04 |
-1.000000e-10 |
2.868500e+02 |
3.500000e+02 |
1.775376e-04 |
1.775377e-04 |
-1.000000e-10 |
2.918500e+02 |
3.500000e+02 |
1.712985e-04 |
1.712986e-04 |
-1.000000e-10 |
2.968500e+02 |
3.500000e+02 |
1.658324e-04 |
1.658325e-04 |
-1.000000e-10 |
3.018500e+02 |
3.500000e+02 |
1.610600e-04 |
1.610601e-04 |
-1.000000e-10 |
3.068500e+02 |
3.500000e+02 |
1.569135e-04 |
1.569136e-04 |
-1.000000e-10 |
3.118500e+02 |
3.500000e+02 |
1.533349e-04 |
1.533350e-04 |
-1.000000e-10 |
3.168500e+02 |
3.500000e+02 |
1.502743e-04 |
1.502744e-04 |
-1.000000e-10 |
3.218500e+02 |
3.500000e+02 |
1.476890e-04 |
1.476891e-04 |
-1.000000e-10 |
3.268500e+02 |
3.500000e+02 |
1.455422e-04 |
1.455422e-04 |
0.000000e+00 |
3.318500e+02 |
3.500000e+02 |
1.438021e-04 |
1.438021e-04 |
0.000000e+00 |
3.368500e+02 |
3.500000e+02 |
1.424415e-04 |
1.424416e-04 |
-1.000000e-10 |
3.418500e+02 |
3.500000e+02 |
1.414371e-04 |
1.414372e-04 |
-1.000000e-10 |
3.468500e+02 |
3.500000e+02 |
1.407689e-04 |
1.407690e-04 |
-1.000000e-10 |
3.518500e+02 |
3.500000e+02 |
1.404201e-04 |
1.404201e-04 |
0.000000e+00 |
3.568500e+02 |
3.500000e+02 |
1.403761e-04 |
1.403762e-04 |
-1.000000e-10 |
3.618500e+02 |
3.500000e+02 |
1.406251e-04 |
1.406252e-04 |
-1.000000e-10 |
3.668500e+02 |
3.500000e+02 |
1.411573e-04 |
1.411573e-04 |
0.000000e+00 |
3.718500e+02 |
3.500000e+02 |
1.419645e-04 |
1.419646e-04 |
-1.000000e-10 |
3.768500e+02 |
3.500000e+02 |
1.430405e-04 |
1.430406e-04 |
-1.000000e-10 |
3.818500e+02 |
3.500000e+02 |
1.443805e-04 |
1.443806e-04 |
-1.000000e-10 |
T[C] |
P[bar] |
XV(Driesner)[mol] |
XV(xThermo)[mol] |
XV(diff)[mol] |
---|---|---|---|---|
1.685000e+01 |
5.000000e+01 |
2.759550e-07 |
2.735146e-07 |
2.440400e-09 |
2.185000e+01 |
5.000000e+01 |
2.318952e-07 |
2.298831e-07 |
2.012100e-09 |
2.685000e+01 |
5.000000e+01 |
1.931804e-07 |
1.915206e-07 |
1.659800e-09 |
3.185000e+01 |
5.000000e+01 |
1.593317e-07 |
1.579744e-07 |
1.357300e-09 |
3.685000e+01 |
5.000000e+01 |
1.302618e-07 |
1.291649e-07 |
1.096900e-09 |
4.185000e+01 |
5.000000e+01 |
1.058254e-07 |
1.049489e-07 |
8.765000e-10 |
4.685000e+01 |
5.000000e+01 |
8.569633e-08 |
8.500223e-08 |
6.941000e-10 |
5.185000e+01 |
5.000000e+01 |
6.939659e-08 |
6.885002e-08 |
5.465700e-10 |
5.685000e+01 |
5.000000e+01 |
5.637183e-08 |
5.594240e-08 |
4.294300e-10 |
6.185000e+01 |
5.000000e+01 |
4.606286e-08 |
4.572509e-08 |
3.377700e-10 |
6.685000e+01 |
5.000000e+01 |
3.795396e-08 |
3.768722e-08 |
2.667400e-10 |
7.185000e+01 |
5.000000e+01 |
3.159766e-08 |
3.138561e-08 |
2.120500e-10 |
7.685000e+01 |
5.000000e+01 |
2.662167e-08 |
2.645162e-08 |
1.700500e-10 |
8.185000e+01 |
5.000000e+01 |
2.272487e-08 |
2.258707e-08 |
1.378000e-10 |
8.685000e+01 |
5.000000e+01 |
1.966743e-08 |
1.955444e-08 |
1.129900e-10 |
9.185000e+01 |
5.000000e+01 |
1.725747e-08 |
1.716364e-08 |
9.383000e-11 |
9.685000e+01 |
5.000000e+01 |
1.533012e-08 |
1.525106e-08 |
7.906000e-11 |
1.018500e+02 |
5.000000e+01 |
1.362180e-08 |
1.355351e-08 |
6.829000e-11 |
1.068500e+02 |
5.000000e+01 |
1.221553e-08 |
1.215911e-08 |
5.642000e-11 |
1.118500e+02 |
5.000000e+01 |
1.124970e-08 |
1.120139e-08 |
4.831000e-11 |
1.168500e+02 |
5.000000e+01 |
1.056732e-08 |
1.052490e-08 |
4.242000e-11 |
1.218500e+02 |
5.000000e+01 |
1.008300e-08 |
1.004502e-08 |
3.798000e-11 |
1.268500e+02 |
5.000000e+01 |
9.746070e-09 |
9.711557e-09 |
3.451300e-11 |
1.318500e+02 |
5.000000e+01 |
9.525190e-09 |
9.493427e-09 |
3.176300e-11 |
1.368500e+02 |
5.000000e+01 |
9.400591e-09 |
9.371044e-09 |
2.954700e-11 |
1.418500e+02 |
5.000000e+01 |
9.359899e-09 |
9.332154e-09 |
2.774500e-11 |
1.468500e+02 |
5.000000e+01 |
9.395722e-09 |
9.369449e-09 |
2.627300e-11 |
1.518500e+02 |
5.000000e+01 |
9.504212e-09 |
9.479140e-09 |
2.507200e-11 |
1.568500e+02 |
5.000000e+01 |
9.684200e-09 |
9.660100e-09 |
2.410000e-11 |
1.618500e+02 |
5.000000e+01 |
9.936664e-09 |
9.913340e-09 |
2.332400e-11 |
1.668500e+02 |
5.000000e+01 |
1.026443e-08 |
1.024171e-08 |
2.272000e-11 |
1.718500e+02 |
5.000000e+01 |
1.067203e-08 |
1.064976e-08 |
2.227000e-11 |
1.768500e+02 |
5.000000e+01 |
1.116564e-08 |
1.114368e-08 |
2.196000e-11 |
1.818500e+02 |
5.000000e+01 |
1.175312e-08 |
1.173133e-08 |
2.179000e-11 |
1.868500e+02 |
5.000000e+01 |
1.244412e-08 |
1.242238e-08 |
2.174000e-11 |
1.918500e+02 |
5.000000e+01 |
1.325023e-08 |
1.322842e-08 |
2.181000e-11 |
1.968500e+02 |
5.000000e+01 |
1.418521e-08 |
1.416322e-08 |
2.199000e-11 |
2.018500e+02 |
5.000000e+01 |
1.526524e-08 |
1.524294e-08 |
2.230000e-11 |
2.068500e+02 |
5.000000e+01 |
1.650923e-08 |
1.648652e-08 |
2.271000e-11 |
2.118500e+02 |
5.000000e+01 |
1.793926e-08 |
1.791602e-08 |
2.324000e-11 |
2.168500e+02 |
5.000000e+01 |
1.958098e-08 |
1.955708e-08 |
2.390000e-11 |
2.218500e+02 |
5.000000e+01 |
2.146415e-08 |
2.143947e-08 |
2.468000e-11 |
2.268500e+02 |
5.000000e+01 |
2.362331e-08 |
2.359772e-08 |
2.559000e-11 |
2.318500e+02 |
5.000000e+01 |
2.610101e-08 |
2.610101e-08 |
0.000000e+00 |
2.368500e+02 |
5.000000e+01 |
2.894310e-08 |
2.894311e-08 |
-1.000000e-14 |
2.418500e+02 |
5.000000e+01 |
3.219789e-08 |
3.219789e-08 |
0.000000e+00 |
2.468500e+02 |
5.000000e+01 |
3.592073e-08 |
3.592073e-08 |
0.000000e+00 |
2.518500e+02 |
5.000000e+01 |
4.017492e-08 |
4.017493e-08 |
-1.000000e-14 |
2.568500e+02 |
5.000000e+01 |
4.503268e-08 |
4.503269e-08 |
-1.000000e-14 |
2.618500e+02 |
5.000000e+01 |
5.057621e-08 |
5.057622e-08 |
-1.000000e-14 |
2.668500e+02 |
5.000000e+01 |
5.689899e-08 |
5.689901e-08 |
-2.000000e-14 |
2.718500e+02 |
5.000000e+01 |
6.410715e-08 |
6.410716e-08 |
-1.000000e-14 |
2.768500e+02 |
5.000000e+01 |
7.232101e-08 |
7.232103e-08 |
-2.000000e-14 |
2.818500e+02 |
5.000000e+01 |
8.167690e-08 |
8.167692e-08 |
-2.000000e-14 |
2.868500e+02 |
5.000000e+01 |
9.232902e-08 |
9.232904e-08 |
-2.000000e-14 |
2.918500e+02 |
5.000000e+01 |
1.044517e-07 |
1.044517e-07 |
0.000000e+00 |
2.968500e+02 |
5.000000e+01 |
1.182418e-07 |
1.182418e-07 |
0.000000e+00 |
3.018500e+02 |
5.000000e+01 |
1.339213e-07 |
1.339213e-07 |
0.000000e+00 |
3.068500e+02 |
5.000000e+01 |
1.517404e-07 |
1.517404e-07 |
0.000000e+00 |
3.118500e+02 |
5.000000e+01 |
1.719808e-07 |
1.719808e-07 |
0.000000e+00 |
3.168500e+02 |
5.000000e+01 |
1.949593e-07 |
1.949594e-07 |
-1.000000e-13 |
3.218500e+02 |
5.000000e+01 |
2.210319e-07 |
2.210320e-07 |
-1.000000e-13 |
3.268500e+02 |
5.000000e+01 |
2.505982e-07 |
2.505982e-07 |
0.000000e+00 |
3.318500e+02 |
5.000000e+01 |
2.841061e-07 |
2.841062e-07 |
-1.000000e-13 |
3.368500e+02 |
5.000000e+01 |
3.220579e-07 |
3.220579e-07 |
0.000000e+00 |
3.418500e+02 |
5.000000e+01 |
3.650152e-07 |
3.650152e-07 |
0.000000e+00 |
3.468500e+02 |
5.000000e+01 |
4.136063e-07 |
4.136064e-07 |
-1.000000e-13 |
3.518500e+02 |
5.000000e+01 |
4.685330e-07 |
4.685331e-07 |
-1.000000e-13 |
3.568500e+02 |
5.000000e+01 |
5.305785e-07 |
5.305786e-07 |
-1.000000e-13 |
3.618500e+02 |
5.000000e+01 |
6.006158e-07 |
6.006159e-07 |
-1.000000e-13 |
3.668500e+02 |
5.000000e+01 |
6.796173e-07 |
6.796175e-07 |
-2.000000e-13 |
3.718500e+02 |
5.000000e+01 |
7.686652e-07 |
7.686654e-07 |
-2.000000e-13 |
3.768500e+02 |
5.000000e+01 |
8.689623e-07 |
8.689625e-07 |
-2.000000e-13 |
3.818500e+02 |
5.000000e+01 |
9.818444e-07 |
9.818445e-07 |
-1.000000e-13 |
3.868500e+02 |
5.000000e+01 |
1.108793e-06 |
1.108794e-06 |
-1.000000e-12 |
3.918500e+02 |
5.000000e+01 |
1.251452e-06 |
1.251453e-06 |
-1.000000e-12 |
3.968500e+02 |
5.000000e+01 |
1.411641e-06 |
1.411641e-06 |
0.000000e+00 |
4.018500e+02 |
5.000000e+01 |
1.591370e-06 |
1.591370e-06 |
0.000000e+00 |
4.068500e+02 |
5.000000e+01 |
1.792866e-06 |
1.792866e-06 |
0.000000e+00 |
4.118500e+02 |
5.000000e+01 |
2.018584e-06 |
2.018585e-06 |
-1.000000e-12 |
4.168500e+02 |
5.000000e+01 |
2.271235e-06 |
2.271235e-06 |
0.000000e+00 |
4.218500e+02 |
5.000000e+01 |
2.553804e-06 |
2.553805e-06 |
-1.000000e-12 |
4.268500e+02 |
5.000000e+01 |
2.869582e-06 |
2.869582e-06 |
0.000000e+00 |
4.318500e+02 |
5.000000e+01 |
3.222186e-06 |
3.222186e-06 |
0.000000e+00 |
4.368500e+02 |
5.000000e+01 |
3.615593e-06 |
3.615593e-06 |
0.000000e+00 |
4.418500e+02 |
5.000000e+01 |
4.054171e-06 |
4.054172e-06 |
-1.000000e-12 |
4.468500e+02 |
5.000000e+01 |
4.542712e-06 |
4.542712e-06 |
0.000000e+00 |
4.518500e+02 |
5.000000e+01 |
5.086468e-06 |
5.086469e-06 |
-1.000000e-12 |
4.568500e+02 |
5.000000e+01 |
5.691194e-06 |
5.691195e-06 |
-1.000000e-12 |
4.618500e+02 |
5.000000e+01 |
6.363184e-06 |
6.363185e-06 |
-1.000000e-12 |
4.668500e+02 |
5.000000e+01 |
7.109321e-06 |
7.109322e-06 |
-1.000000e-12 |
4.718500e+02 |
5.000000e+01 |
7.937125e-06 |
7.937126e-06 |
-1.000000e-12 |
4.768500e+02 |
5.000000e+01 |
8.854801e-06 |
8.854802e-06 |
-1.000000e-12 |
4.818500e+02 |
5.000000e+01 |
9.871300e-06 |
9.871301e-06 |
-1.000000e-12 |
4.868500e+02 |
5.000000e+01 |
1.099637e-05 |
1.099637e-05 |
0.000000e+00 |
4.918500e+02 |
5.000000e+01 |
1.224063e-05 |
1.224063e-05 |
0.000000e+00 |
4.968500e+02 |
5.000000e+01 |
1.361563e-05 |
1.361563e-05 |
0.000000e+00 |
5.018500e+02 |
5.000000e+01 |
1.513392e-05 |
1.513392e-05 |
0.000000e+00 |
5.068500e+02 |
5.000000e+01 |
1.680913e-05 |
1.680913e-05 |
0.000000e+00 |
5.118500e+02 |
5.000000e+01 |
1.865606e-05 |
1.865606e-05 |
0.000000e+00 |
7.185000e+01 |
1.000000e+02 |
3.014969e-06 |
2.998039e-06 |
1.693000e-08 |
7.685000e+01 |
1.000000e+02 |
2.685869e-06 |
2.671318e-06 |
1.455100e-08 |
8.185000e+01 |
1.000000e+02 |
2.394483e-06 |
2.381836e-06 |
1.264700e-08 |
8.685000e+01 |
1.000000e+02 |
2.131737e-06 |
2.120701e-06 |
1.103600e-08 |
9.185000e+01 |
1.000000e+02 |
1.893201e-06 |
1.883569e-06 |
9.632000e-09 |
9.685000e+01 |
1.000000e+02 |
1.674877e-06 |
1.666476e-06 |
8.401000e-09 |
1.018500e+02 |
1.000000e+02 |
1.458993e-06 |
1.451590e-06 |
7.403000e-09 |
1.068500e+02 |
1.000000e+02 |
1.262649e-06 |
1.256514e-06 |
6.135000e-09 |
1.118500e+02 |
1.000000e+02 |
1.107437e-06 |
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5.186000e-09 |
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3.500000e+02 |
1.775376e-04 |
1.775377e-04 |
-1.000000e-10 |
2.918500e+02 |
3.500000e+02 |
1.712985e-04 |
1.712986e-04 |
-1.000000e-10 |
2.968500e+02 |
3.500000e+02 |
1.658324e-04 |
1.658325e-04 |
-1.000000e-10 |
3.018500e+02 |
3.500000e+02 |
1.610600e-04 |
1.610601e-04 |
-1.000000e-10 |
3.068500e+02 |
3.500000e+02 |
1.569135e-04 |
1.569136e-04 |
-1.000000e-10 |
3.118500e+02 |
3.500000e+02 |
1.533349e-04 |
1.533350e-04 |
-1.000000e-10 |
3.168500e+02 |
3.500000e+02 |
1.502743e-04 |
1.502744e-04 |
-1.000000e-10 |
3.218500e+02 |
3.500000e+02 |
1.476890e-04 |
1.476891e-04 |
-1.000000e-10 |
3.268500e+02 |
3.500000e+02 |
1.455422e-04 |
1.455422e-04 |
0.000000e+00 |
3.318500e+02 |
3.500000e+02 |
1.438021e-04 |
1.438021e-04 |
0.000000e+00 |
3.368500e+02 |
3.500000e+02 |
1.424415e-04 |
1.424416e-04 |
-1.000000e-10 |
3.418500e+02 |
3.500000e+02 |
1.414371e-04 |
1.414372e-04 |
-1.000000e-10 |
3.468500e+02 |
3.500000e+02 |
1.407689e-04 |
1.407690e-04 |
-1.000000e-10 |
3.518500e+02 |
3.500000e+02 |
1.404201e-04 |
1.404201e-04 |
0.000000e+00 |
3.568500e+02 |
3.500000e+02 |
1.403761e-04 |
1.403762e-04 |
-1.000000e-10 |
3.618500e+02 |
3.500000e+02 |
1.406251e-04 |
1.406252e-04 |
-1.000000e-10 |
3.668500e+02 |
3.500000e+02 |
1.411573e-04 |
1.411573e-04 |
0.000000e+00 |
3.718500e+02 |
3.500000e+02 |
1.419645e-04 |
1.419646e-04 |
-1.000000e-10 |
3.768500e+02 |
3.500000e+02 |
1.430405e-04 |
1.430406e-04 |
-1.000000e-10 |
3.818500e+02 |
3.500000e+02 |
1.443805e-04 |
1.443806e-04 |
-1.000000e-10 |
Tip
The help function for 3D plot can be downloaded at here: helpfunc.py
Total running time of the script: ( 0 minutes 44.361 seconds)