- InChI
- InChI=1S/C12H26O7/c13-1-3-15-5-7-17-9-11-19-12-10-18-8-6-16-4-2-14/h13-14H,1-12H2
- InChI Key
- IIRDTKBZINWQAW-UHFFFAOYSA-N
- Formula
- C12H26O7
- SMILES
- OCCOCCOCCOCCOCCOCCO
- Molecular Weight1
- 282.33
- CAS
- 2615-15-8
- Other Names
-
- 2-[2-[2-[2-[2-(2-Hydroxyethoxy)ethoxy]ethoxy]ethoxy]ethoxy]ethanol
- 3,6,9,12,15-pentaoxaheptadecane-1,17-diol
- Ethanol, 2,2'-(oxybis(ethyleneoxyethyleneoxy))di-
- Ethanol, 2,2'-(oxybis(oxy-2,1-ethanediyloxy-2,1-ethanediyloxy))bis-
- Hexagol
- Hexaoxyethylene glycol
- NSC 201209
- PEG-6
- Polyethylene glycol 300
- Polyoxyethylene (6)
- ethanol, 2,2'-[oxybis(ethyleneoxyethyleneoxy)]di-
- Cp,gas : Ideal gas heat capacity (J/mol×K).
- Cp,liquid : Liquid phase heat capacity (J/mol×K).
- η : Dynamic viscosity (Pa×s).
- ΔfH°gas : Enthalpy of formation at standard conditions (kJ/mol).
- ΔfusH° : Enthalpy of fusion at standard conditions (kJ/mol).
- ΔvapH° : Enthalpy of vaporization at standard conditions (kJ/mol).
- IE : Ionization energy (eV).
- log10WS : Log10 of Water solubility in mol/l.
- logPoct/wat : Octanol/Water partition coefficient.
- McVol : McGowan's characteristic volume (ml/mol).
- Pc : Critical Pressure (kPa).
- ρl : Liquid Density (kg/m3).
- Inp : Non-polar retention indices.
- Tboil : Normal Boiling Point Temperature (K).
- Tc : Critical Temperature (K).
- Tfus : Normal melting (fusion) point (K).
- Ttriple : Triple Point Temperature (K).
- 1: Molecular weight from the IUPAC atomic weights tables.
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Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| ΔfH°gas | -1212.24 | kJ/mol | Relay (1.0) Calculated Property |
| ΔfusH° | 40.95 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 105.82 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 9.77 | eV | Relay (1.0) Calculated Property |
| log10WS | 0.29 | Relay (1.0) Calculated Property | |
| logPoct/wat | -0.946 | Crippen Calculated Property | |
| McVol | 221.030 | ml/mol | McGowan Calculated Property |
| Pc | 1938.95 | kPa | Joback Calculated Property |
| Inp | [2078.00; 2081.80] |
|
|
| Inp | 2078.00 | NIST | |
| Inp | 2081.80 | NIST | |
| Inp | 2081.80 | NIST | |
| Inp | 2078.00 | NIST | |
| Tboil | 640.83 | K | Relay (1.0) Calculated Property |
| Tc | 868.00 | K | Critical temperatures and pressures of ethylene glycols |
| Tfus | 274.45 ± 0.70 | K | NIST |
| Ttriple | 280.80 | K | Heat Capacity and Phase Behavior of Selected Oligo(ethylene glycol)s |
Cheméo can also estimate Critical Volume, Standard Gibbs free energy of formation, Acentric Factor for this compound, but they fall outside the models' validated range, so they are not shown here. Open the prediction tool to compute them on demand.
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,liquid | 620.00 | J/mol×K | 298.00 | NIST |
Datasets
Mass density, kg/m3
| Fixed | Measured | |
|---|---|---|
| Temperature, K - Liquid | Pressure, kPa - Liquid | Mass density, kg/m3 - Liquid |
| 283.13 | 100.00 | 1134.5 |
| 283.13 | 1000.00 | 1134.8 |
| 283.13 | 2000.00 | 1135.1 |
| 283.13 | 5000.00 | 1136.4 |
| 283.13 | 7000.00 | 1137.3 |
| 283.13 | 10000.00 | 1138.5 |
| 283.13 | 12000.00 | 1139.3 |
| 283.13 | 16000.00 | 1141.1 |
| 283.13 | 20000.00 | 1142.8 |
| 283.13 | 25000.00 | 1144.6 |
| 283.13 | 30000.00 | 1146.5 |
| 283.13 | 35000.00 | 1148.5 |
| 283.13 | 40000.00 | 1150.6 |
| 283.13 | 45000.00 | 1152.6 |
| 283.13 | 50000.00 | 1154.4 |
| 283.13 | 55000.00 | 1156.4 |
| 283.13 | 60000.00 | 1158.4 |
| 283.13 | 65000.00 | 1160.0 |
| 283.13 | 70000.00 | 1161.8 |
| 283.13 | 75000.00 | 1163.6 |
| 283.13 | 80000.00 | 1165.3 |
| 283.13 | 85000.00 | 1167.1 |
| 283.13 | 90000.00 | 1168.7 |
| 283.13 | 95000.00 | 1170.5 |
| 293.16 | 100.00 | 1125.6 |
| 293.16 | 1000.00 | 1126.0 |
| 293.16 | 2000.00 | 1126.5 |
| 293.16 | 5000.00 | 1127.9 |
| 293.16 | 7000.00 | 1128.9 |
| 293.16 | 10000.00 | 1130.3 |
| 293.16 | 12000.00 | 1131.1 |
| 293.16 | 16000.00 | 1132.9 |
| 293.16 | 20000.00 | 1134.6 |
| 293.16 | 25000.00 | 1136.8 |
| 293.16 | 30000.00 | 1138.3 |
| 293.16 | 35000.00 | 1140.8 |
| 293.16 | 40000.00 | 1143.1 |
| 293.16 | 45000.00 | 1144.9 |
| 293.16 | 50000.00 | 1146.9 |
| 293.16 | 55000.00 | 1148.9 |
| 293.16 | 60000.00 | 1150.8 |
| 293.16 | 65000.00 | 1152.8 |
| 293.16 | 70000.00 | 1154.6 |
| 293.16 | 75000.00 | 1156.4 |
| 293.16 | 80000.00 | 1158.3 |
| 293.16 | 85000.00 | 1160.0 |
| 293.16 | 90000.00 | 1161.7 |
| 293.16 | 95000.00 | 1163.5 |
| 303.15 | 100.00 | 1117.5 |
| 303.15 | 1000.00 | 1118.0 |
| 303.15 | 2000.00 | 1118.5 |
| 303.15 | 5000.00 | 1120.0 |
| 303.15 | 7000.00 | 1120.8 |
| 303.15 | 10000.00 | 1122.3 |
| 303.15 | 12000.00 | 1123.2 |
| 303.15 | 16000.00 | 1124.9 |
| 303.15 | 20000.00 | 1126.8 |
| 303.15 | 25000.00 | 1129.1 |
| 303.15 | 30000.00 | 1131.2 |
| 303.15 | 35000.00 | 1133.4 |
| 303.15 | 40000.00 | 1135.4 |
| 303.15 | 45000.00 | 1137.5 |
| 303.15 | 50000.00 | 1139.4 |
| 303.15 | 55000.00 | 1141.6 |
| 303.15 | 60000.00 | 1143.4 |
| 303.15 | 65000.00 | 1145.2 |
| 303.15 | 70000.00 | 1147.2 |
| 303.15 | 75000.00 | 1149.1 |
| 303.15 | 80000.00 | 1150.8 |
| 303.15 | 85000.00 | 1152.9 |
| 303.15 | 90000.00 | 1154.8 |
| 303.15 | 95000.00 | 1156.4 |
| 313.16 | 100.00 | 1109.2 |
| 313.16 | 1000.00 | 1109.7 |
| 313.16 | 2000.00 | 1110.2 |
| 313.16 | 5000.00 | 1111.9 |
| 313.16 | 7000.00 | 1112.8 |
| 313.16 | 10000.00 | 1114.3 |
| 313.16 | 12000.00 | 1115.2 |
| 313.16 | 16000.00 | 1117.1 |
| 313.16 | 20000.00 | 1119.0 |
| 313.16 | 25000.00 | 1121.3 |
| 313.16 | 30000.00 | 1123.4 |
| 313.16 | 35000.00 | 1125.7 |
| 313.16 | 40000.00 | 1127.8 |
| 313.16 | 45000.00 | 1129.9 |
| 313.16 | 50000.00 | 1132.0 |
| 313.16 | 55000.00 | 1134.2 |
| 313.16 | 60000.00 | 1135.7 |
| 313.16 | 65000.00 | 1138.1 |
| 313.16 | 70000.00 | 1140.0 |
| 313.16 | 75000.00 | 1142.1 |
| 313.16 | 80000.00 | 1144.0 |
| 313.16 | 85000.00 | 1145.9 |
| 313.16 | 90000.00 | 1147.8 |
| 313.16 | 95000.00 | 1149.7 |
| 323.14 | 100.00 | 1100.9 |
| 323.14 | 1000.00 | 1101.3 |
| 323.14 | 2000.00 | 1101.8 |
| 323.14 | 5000.00 | 1103.5 |
| 323.14 | 7000.00 | 1104.5 |
| 323.14 | 10000.00 | 1106.0 |
| 323.14 | 12000.00 | 1106.9 |
| 323.14 | 16000.00 | 1109.0 |
| 323.14 | 20000.00 | 1110.5 |
| 323.14 | 25000.00 | 1113.2 |
| 323.14 | 30000.00 | 1115.6 |
| 323.14 | 35000.00 | 1118.0 |
| 323.14 | 40000.00 | 1120.2 |
| 323.14 | 45000.00 | 1122.4 |
| 323.14 | 50000.00 | 1124.5 |
| 323.14 | 55000.00 | 1126.4 |
| 323.14 | 60000.00 | 1128.5 |
| 323.14 | 65000.00 | 1130.6 |
| 323.14 | 70000.00 | 1132.6 |
| 323.14 | 75000.00 | 1134.6 |
| 323.14 | 80000.00 | 1136.8 |
| 323.14 | 85000.00 | 1138.6 |
| 323.14 | 90000.00 | 1140.7 |
| 323.14 | 95000.00 | 1142.4 |
| 333.15 | 100.00 | 1092.7 |
| 333.15 | 1000.00 | 1093.3 |
| 333.15 | 2000.00 | 1093.8 |
| 333.15 | 5000.00 | 1095.4 |
| 333.15 | 7000.00 | 1096.5 |
| 333.15 | 10000.00 | 1098.2 |
| 333.15 | 12000.00 | 1099.1 |
| 333.15 | 16000.00 | 1101.3 |
| 333.15 | 20000.00 | 1103.4 |
| 333.15 | 25000.00 | 1105.8 |
| 333.15 | 30000.00 | 1108.2 |
| 333.15 | 35000.00 | 1110.5 |
| 333.15 | 40000.00 | 1112.8 |
| 333.15 | 45000.00 | 1115.1 |
| 333.15 | 50000.00 | 1117.3 |
| 333.15 | 55000.00 | 1119.4 |
| 333.15 | 60000.00 | 1121.7 |
| 333.15 | 65000.00 | 1123.7 |
| 333.15 | 70000.00 | 1125.5 |
| 333.15 | 75000.00 | 1127.8 |
| 333.15 | 80000.00 | 1130.0 |
| 333.15 | 85000.00 | 1131.9 |
| 333.15 | 90000.00 | 1133.8 |
| 333.15 | 95000.00 | 1135.7 |
| 343.16 | 100.00 | 1084.7 |
| 343.16 | 1000.00 | 1085.3 |
| 343.16 | 2000.00 | 1085.9 |
| 343.16 | 5000.00 | 1087.6 |
| 343.16 | 7000.00 | 1088.7 |
| 343.16 | 10000.00 | 1090.4 |
| 343.16 | 12000.00 | 1091.2 |
| 343.16 | 16000.00 | 1093.5 |
| 343.16 | 20000.00 | 1095.7 |
| 343.16 | 25000.00 | 1097.9 |
| 343.16 | 30000.00 | 1100.5 |
| 343.16 | 35000.00 | 1102.8 |
| 343.16 | 40000.00 | 1105.4 |
| 343.16 | 45000.00 | 1107.6 |
| 343.16 | 50000.00 | 1109.9 |
| 343.16 | 55000.00 | 1112.1 |
| 343.16 | 60000.00 | 1114.5 |
| 343.16 | 65000.00 | 1116.6 |
| 343.16 | 70000.00 | 1118.8 |
| 343.16 | 75000.00 | 1120.9 |
| 343.16 | 80000.00 | 1123.1 |
| 343.16 | 85000.00 | 1125.2 |
| 343.16 | 90000.00 | 1127.2 |
| 343.16 | 95000.00 | 1129.2 |
| 353.14 | 100.00 | 1076.7 |
| 353.14 | 1000.00 | 1077.2 |
| 353.14 | 2000.00 | 1077.9 |
| 353.14 | 5000.00 | 1079.7 |
| 353.14 | 7000.00 | 1080.7 |
| 353.14 | 10000.00 | 1082.4 |
| 353.14 | 12000.00 | 1083.6 |
| 353.14 | 16000.00 | 1085.7 |
| 353.14 | 20000.00 | 1087.8 |
| 353.14 | 25000.00 | 1090.4 |
| 353.14 | 30000.00 | 1093.0 |
| 353.14 | 35000.00 | 1095.6 |
| 353.14 | 40000.00 | 1098.2 |
| 353.14 | 45000.00 | 1100.3 |
| 353.14 | 50000.00 | 1102.7 |
| 353.14 | 55000.00 | 1105.0 |
| 353.14 | 60000.00 | 1107.4 |
| 353.14 | 65000.00 | 1109.6 |
| 353.14 | 70000.00 | 1111.8 |
| 353.14 | 75000.00 | 1114.2 |
| 353.14 | 80000.00 | 1116.1 |
| 353.14 | 85000.00 | 1118.3 |
| 353.14 | 90000.00 | 1120.3 |
| 353.14 | 95000.00 | 1122.4 |
| 363.13 | 100.00 | 1068.4 |
| 363.13 | 1000.00 | 1068.6 |
| 363.13 | 2000.00 | 1069.0 |
| 363.13 | 5000.00 | 1071.6 |
| 363.13 | 7000.00 | 1072.7 |
| 363.13 | 10000.00 | 1074.6 |
| 363.13 | 12000.00 | 1075.6 |
| 363.13 | 16000.00 | 1078.0 |
| 363.13 | 20000.00 | 1080.2 |
| 363.13 | 25000.00 | 1083.0 |
| 363.13 | 30000.00 | 1085.4 |
| 363.13 | 35000.00 | 1088.1 |
| 363.13 | 40000.00 | 1090.6 |
| 363.13 | 45000.00 | 1092.7 |
| 363.13 | 50000.00 | 1095.2 |
| 363.13 | 55000.00 | 1097.6 |
| 363.13 | 60000.00 | 1100.1 |
| 363.13 | 65000.00 | 1102.5 |
| 363.13 | 70000.00 | 1104.8 |
| 363.13 | 75000.00 | 1107.0 |
| 363.13 | 80000.00 | 1109.2 |
| 363.13 | 85000.00 | 1111.2 |
| 363.13 | 90000.00 | 1113.5 |
| 363.13 | 95000.00 | 1115.6 |
| Reference | ||
Correlations
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [362.07; 768.26] | J/mol×K | [273.00; 1000.00] |
Joback Predicted correlation
|
| Equation | Y = A + B·T + C·T² + D·T³ + E·T⁴ Y is Cp,gas in J/mol×K, T in K | |||
| Coefficient A | 1.30062e+02 | |||
| Coefficient B | 8.95800e-01 | |||
| Coefficient C | -1.34800e-04 | |||
| Coefficient D | -1.22800e-07 | |||
| Coefficient E | 0.00000e+00 | |||
| Temperature range, min. | 273.00 | |||
| Temperature range, max. | 1000.00 | |||
| Cp,gas | 362.07 | J/mol×K | 273.00 | Calculated Property |
| Cp,gas | 424.67 | J/mol×K | 353.78 | Calculated Property |
| Cp,gas | 483.80 | J/mol×K | 434.56 | Calculated Property |
| Cp,gas | 539.09 | J/mol×K | 515.33 | Calculated Property |
| Cp,gas | 590.14 | J/mol×K | 596.11 | Calculated Property |
| Cp,gas | 636.57 | J/mol×K | 676.89 | Calculated Property |
| Cp,gas | 677.99 | J/mol×K | 757.67 | Calculated Property |
| Cp,gas | 714.00 | J/mol×K | 838.44 | Calculated Property |
| Cp,gas | 744.22 | J/mol×K | 919.22 | Calculated Property |
| Cp,gas | 768.26 | J/mol×K | 1000.00 | Calculated Property |
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| η | [1.0127754; 0.0000175] | Pa×s | [274.45; 607.60] |
Joback Predicted correlation
|
| Equation | Y = exp(A + B/T + C·ln(T) + D·T^E) Y is η in Pa×s, T in K | |||
| Coefficient A | -1.99909e+01 | |||
| Coefficient B | 5.48999e+03 | |||
| Coefficient C | 0.00000e+00 | |||
| Coefficient D | 0.00000e+00 | |||
| Coefficient E | 0.00000e+00 | |||
| Temperature range, min. | 274.45 | |||
| Temperature range, max. | 607.60 | |||
| η | 1.0127754 | Pa×s | 274.45 | Calculated Property |
| η | 0.0939812 | Pa×s | 311.47 | Calculated Property |
| η | 0.0144515 | Pa×s | 348.48 | Calculated Property |
| η | 0.0031838 | Pa×s | 385.50 | Calculated Property |
| η | 0.0009143 | Pa×s | 422.52 | Calculated Property |
| η | 0.0003210 | Pa×s | 459.53 | Calculated Property |
| η | 0.0001317 | Pa×s | 496.55 | Calculated Property |
| η | 0.0000612 | Pa×s | 533.57 | Calculated Property |
| η | 0.0000314 | Pa×s | 570.58 | Calculated Property |
| η | 0.0000175 | Pa×s | 607.60 | Calculated Property |
Similar Compounds
![2-[2-[2-[2-[2-[2-[2-[2-[2-[2-[2-(2-Hydroxyethoxy)ethoxy]ethoxy]ethoxy]ethoxy]ethoxy]ethoxy]ethoxy]ethoxy]ethoxy]ethoxy]ethanol.](data:image/png;base64,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)
![2-[2-[2-[2-[2-[2-(2-Methoxyethoxy)ethoxy]ethoxy]ethoxy]ethoxy]ethoxy]ethanol.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAANAElEQVR4nO3Zf0zV9R7H8c/hlyCgqWSIcAmcDGOYSioV4ihmKnor9WgXdthsenBqZ1xmQVbQups5c+7oWiWzH9RciXNOTNP5YywJbaBNRPkhcQkEQsVUQDkcznndP778Sn54jjbp7v16/CVnvs/3w5fn+Xy/X9ABUEQyuAz3AogeHeZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iTIQ+dusSjgr1jJI2S1KpttuBfhJJtNWa3DvQgnAcpiGe5F/InbQ01v2aJsNtXUpJYsUbGxzk7bbDZXV9cHO/KDz37+uaqrUxaLiopSy5Y5O22323U6nU6ne4AjAwDg4uL8FnPggDp9Wnl5KX9/lZLyAIcehlNdWKj27FH+/gpQGzc+uuMODQ/szh2YTABgs8FodHb64MGDAQEBCxYsuHTpkrOzx48fnzNnTkRExPnz552dxapV9/7DYYWFhZMmTXrxxRfPnDnj7GxRUVF8fHxoaOipU6ecne1d6urVzo6WlpZGRkY+99xzR44ccXa2vLw8ISHB399/3759zs7CaITNBgBpabh1y6nRmpqa2bNnP/30099++63dbnf60IN70NxLS1FXhzff7PoyJQUXLjj4XZWXly9cuFAppe1z7u7uJpPpxo0bjsxWVVW98sorSiltf3V1dV2zZs21a9ccWnNNDerqej+ZRiOqqvD7746MXrlyJSkpqWdf1+l0BoOhvr7ekdnGxsaVK1f2bOo6nW7FihW//fabQ2u+ehWVlUhJ6fpyzRrU16O62pHR5ubm9evXu7m59ZzqRYsWVVRUODJ78+bNtLQ0d3f3ntl58+ZdvHjRoTXfvo3z53vP88aNqKmBYxtTa2vre++95+XlpZTSVh4TE1NcXOzQcR3gfO43biA9HR4eSEvD+vU4cgTbt+PLLxEWhnHjYDajs3Ow0ZaWlqysrBEjRiilfHx8UlNTV61apV2wJowf35adPcQsbt8u2rxZm/X19c3IyNiwYYOHh4dS6rHHHtu8ebPFYhl0tq0NmzfDxwfLluHdd7FvH775Blu3Yu5ceHsjKwvt7YONWiwWs9ns6+urlPLw8EhJSTGZTJ6entq3cHX7dty9O+hx29trd+zQZkeMGGEymTIzM318fJRSXl5e6enpLS0tg852dGDnTvj5IToa27bhq6+wfz/efhuJifDwgMk0xOZis9lycnIef/xxLdakpKSMjIxRo0Zp30L5pk24eXPQ43Z2tn7xxYQJE7TZlStXbtq0yc/PT+vPaDRevXp10Fm7Hbm5+Mc/EBKCr7/Gtm04ehRr1yIjAy4uMBjQ1DToLJCXlxccHKxtCgkJCe+///4TTzyhLeOnd95xcGMamhO5W63W9s8+w7hxUApubkhNRWcnTp9GZSXq6xETA6WgFGbMuPnTT/fMaj+AntUbDIbfu1dfVlY2f/78b+bMgVIID8fhw/ceWDuJQUE2F5dZERF6vb5na6yoqEhISNBOUFhY2MGDB/uN2tv27EFgIJSCTofERHR0oLgYJSW4fRuLF3etefLkm/2PC+Tl5YWEhGjvv2jRourubbW2ttZgMKRHRUEpBAYiJwf9r7l5eZg0CUr9c9as+Pj4nnu2K1euGAwG7SoxceLEnJyc/tfrlqNHER7etbYFC/DHH7hwAUVFsFqRnAydDkohIODW7t39Z0+cODF16lRtzXFxcT33e9evXzeZTK+GhcHNbdCNKT8f06ZBqfWxsbNnz+65Z2tubjaZTNp2O3bsWLPZbLVa7xm9feYMZs7sWnN0NGprcfkyCgthteKtt+DuDqUwZkzbxx93dHTcM3v27NmYmBhtzTNmzOi532ttbc3KyooKDLT7+t53Y3KEo7lrJ3FPbCyUQlzcwNemvDw8+eRdT8+QoKC+ceTn50+bNk37ZvqexL469u9HaGjXydLr0dmJM2dQWopr13pP4rPPthcV9Z89duxYRESE9v7x8fGlpaXa69pJ/M+sWdqHED/+OMCajx9HZKRdp3s+MvKFF14oKSnRXr506dJLL72kveeUKVMGvPHtyM/H1Klda4uLQ1sbzp1DcTHa2xEf3/V6RET7iRP9Z3/++efo6Gjt/WfOnFlYWKi9XllZqdfr/xUeDldXTJ6M3NwB1lxUhOefh1JLo6OjoqIKCgq0l6uqqvR6vfaeQUFBOTk5/Uct585B21mUwvTpaGzExYs4fRqdnUhK6no9OLh9797+s9rGpL1/eHj44e4Nor6+3mg0zgwIgLc3AgKwc2fXXXtfFRVISIBS/547t+/G1NDQYDQatSu8n5+f2Wzu7PchtFy+3HdjQlkZfv0Vp06hvR1370K7pWxsRGvrAOfqz+6fe1VV1csvv9z1g5882XLgwFD/u63tR7N55MiR2vXaaDS+9tpr2k4WGBg44E7W59uywGzGqFEwmZCWhkOHsGsXduzAnDmDnsRuHR0dZrN59OjR2sNAcnLy8uXLtZtOf3//P3bvHmIWVmv5rl1jxozRrtcGg+H111/XfgDaTtb/B9DLZkNODsaPx6uv4oMPkJuLvXuRmYnlyzFmDMxm9NsFe9jt9pycHH9/f+2GXq/XGwwG7XZ59OjR/925E/12wb7D17/7buLEidrssmXL1q5dq91ieXt7Z2Vl3R3iFgtAXh5CQjBjBj79FNnZOHwYJhM2bMDIkUhPxxC3WEBeXl5oaKjWw/z581evXu3t7a2U8vT0PLt169DNWQ4dinjqqZ7Z1NRU7RZLe367NfSz3/HjiIxEUBByc/Hhhzh5EitXorwc27cDwM6djjwe3D/3Xbt2OXoSu/Vcr7XL38iRI+9zn9pXfT2uXcO6dV1fpqSgpsaRDy66r9eurq7aB8yhk9it53qtPY+6u7sbjUZHH4Jv3EBDw58eghsb0dzsyKh2vdaeSVxdXe+50xtaW1tbVlaWVrmLi4v2mamtrXVozXfuoLq69yHYZEJTE+rqHBnVnmd6Sr3nTm9ofTcmLY++d3r3YbWiogIpKV23jlu24NgxLFkCsxkrVvw1udtstszMzIaGBocW1EdBQUFcXFxMTEydYyexl93em47zv3orLi4ODw9funTp5cuXnZ0tKSlZvHjx9OnTy8rKnJ19mF9xVlZWPvPMMwsXLvzll1+cna2urtbr9WFhYQ/w61GsXt2Vzpo1Q/2eYCD19fWxsbFz587Nz8939rBNTU3JycnBwcEHhr5ZGNC6dV138JmZKCjARx+hpQU7djiSuw5/z7+JfvKJam5Wt26pefPUvHnDvRrH7NmjLlxQOp2aMkUlJg73ahxz8qT6/ns1dqwaPVq98cZwr8YxJSUqO1sFBan2dpWYqH74QZlMKjtbRUer7mf0wfxdc1dKdXQoNzf1AH+DHEadnUop5fZwf6t+xOx21dmpPDyGex1Oam9Xnp7ODv2Ncyf6q/1f7Z1ED4e5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJwtxJEOZOgjB3EoS5kyDMnQRh7iQIcydBmDsJ8j/XU/1rEPLiIQAAAABJRU5ErkJggg==)
![2-[2-[2-[2-[2-[2-[2-(2-Methoxyethoxy)ethoxy]ethoxy]ethoxy]ethoxy]ethoxy]ethoxy]ethanol.](data:image/png;base64,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)
![2-[2-[2-[2-[2-[2-[2-[2-[2-[2-(2-Methoxyethoxy)ethoxy]ethoxy]ethoxy]ethoxy]ethoxy]ethoxy]ethoxy]ethoxy]ethoxy]ethanol.](data:image/png;base64,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)
Find more compounds similar to Hexaethylene glycol.
Sources
- Cheméo Relay (1.0)
- Crippen Method
- Crippen Method
- New measurements and modeling of high pressure thermodynamic properties of glycols
- Critical temperatures and pressures of ethylene glycols
- Heat Capacity and Phase Behavior of Selected Oligo(ethylene glycol)s
- Joback Method
- McGowan Method
- NIST Webbook
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