- InChI
- InChI=1S/C12H26O5/c13-5-1-7-15-9-3-11-17-12-4-10-16-8-2-6-14/h13-14H,1-12H2
- InChI Key
- SSQYDJBBYFFAOG-UHFFFAOYSA-N
- Formula
- C12H26O5
- SMILES
- OCCCOCCCOCCCOCCCO
- Molecular Weight1
- 250.33
- CAS
- 30242-05-8
- Other Names
-
- 2,5,8-trimethyl-3,6,9-trioxadidecane-1,11-diol
- 2-[2-[2-(2-hydroxypropoxy)propoxy]propoxy]-1-propanol
- Cp,gas : Ideal gas heat capacity (J/mol×K).
- η : Dynamic viscosity (Pa×s).
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- 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).
- 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).
- Pvap : Vapor pressure (kPa).
- Tboil : Normal Boiling Point Temperature (K).
- Tc : Critical Temperature (K).
- Tfus : Normal melting (fusion) point (K).
- Vc : Critical Volume (m3/kmol).
- 1: Molecular weight from the IUPAC atomic weights tables.
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Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| ΔfG° | -538.48 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -992.13 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 38.58 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 82.89 | kJ/mol | Joback Calculated Property |
| log10WS | -0.63 | Crippen Calculated Property | |
| logPoct/wat | 0.581 | Crippen Calculated Property | |
| McVol | 209.290 | ml/mol | McGowan Calculated Property |
| Pc | 1998.33 | kPa | Joback Calculated Property |
| Tboil | 725.58 | K | Joback Calculated Property |
| Tc | 891.87 | K | Joback Calculated Property |
| Tfus | 413.33 | K | Joback Calculated Property |
| Vc | 0.799 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [627.86; 697.56] | J/mol×K | [725.58; 891.87] | 
|
| Cp,gas | 627.86 | J/mol×K | 725.58 | Joback Calculated Property |
| Cp,gas | 640.97 | J/mol×K | 753.30 | Joback Calculated Property |
| Cp,gas | 653.48 | J/mol×K | 781.01 | Joback Calculated Property |
| Cp,gas | 665.40 | J/mol×K | 808.73 | Joback Calculated Property |
| Cp,gas | 676.72 | J/mol×K | 836.44 | Joback Calculated Property |
| Cp,gas | 687.44 | J/mol×K | 864.16 | Joback Calculated Property |
| Cp,gas | 697.56 | J/mol×K | 891.87 | Joback Calculated Property |
| η | [0.0000055; 0.0012971] | Pa×s | [413.33; 725.58] |
|
| η | 0.0012971 | Pa×s | 413.33 | Joback Calculated Property |
| η | 0.0003138 | Pa×s | 465.37 | Joback Calculated Property |
| η | 0.0001010 | Pa×s | 517.41 | Joback Calculated Property |
| η | 0.0000400 | Pa×s | 569.45 | Joback Calculated Property |
| η | 0.0000185 | Pa×s | 621.50 | Joback Calculated Property |
| η | 0.0000096 | Pa×s | 673.54 | Joback Calculated Property |
| η | 0.0000055 | Pa×s | 725.58 | Joback Calculated Property |
| Pvap | [0.01; 101.02] | kPa | [409.85; 582.15] |
|
| Pvap | 0.01 | kPa | 409.85 | Vapor P... |
| Pvap | 2.68 | kPa | 462.55 | Vapor P... |
| Pvap | 5.34 | kPa | 480.15 | Vapor P... |
| Pvap | 6.66 | kPa | 486.15 | Vapor P... |
| Pvap | 8.02 | kPa | 492.15 | Vapor P... |
| Pvap | 10.72 | kPa | 500.15 | Vapor P... |
| Pvap | 13.36 | kPa | 507.15 | Vapor P... |
| Pvap | 16.05 | kPa | 513.15 | Vapor P... |
| Pvap | 18.79 | kPa | 518.15 | Vapor P... |
| Pvap | 21.34 | kPa | 522.15 | Vapor P... |
| Pvap | 24.02 | kPa | 527.15 | Vapor P... |
| Pvap | 26.71 | kPa | 530.15 | Vapor P... |
| Pvap | 32.05 | kPa | 537.15 | Vapor P... |
| Pvap | 37.42 | kPa | 543.15 | Vapor P... |
| Pvap | 40.02 | kPa | 545.15 | Vapor P... |
| Pvap | 45.37 | kPa | 550.15 | Vapor P... |
| Pvap | 50.69 | kPa | 554.15 | Vapor P... |
| Pvap | 53.36 | kPa | 556.15 | Vapor P... |
| Pvap | 58.74 | kPa | 560.15 | Vapor P... |
| Pvap | 64.02 | kPa | 564.15 | Vapor P... |
| Pvap | 69.28 | kPa | 567.15 | Vapor P... |
| Pvap | 74.63 | kPa | 570.15 | Vapor P... |
| Pvap | 83.34 | kPa | 575.15 | Vapor P... |
| Pvap | 101.02 | kPa | 582.15 | Vapor P... |
Similar Compounds
![3-[3-(3-Methoxypropoxy)propoxy]-1-propanol.](data:image/png;base64,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)
![CH3O[CH2CH2CH2O]3CH3.](data:image/png;base64,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)
![2-[3-(2-Methoxyethoxy)propoxy]ethanol.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAANKUlEQVR4nO3ce1DU9RrH8YdroYjSAkdFHC+DYZoGmhoNpohNBOUwBmYC46jtOI5n89hlm8Zp65TNjuW4jk4jU02tWqebU0Oh1aZo1kghoiE6a5oCcREQvIGxy+5z/viuCwkIK7t4Os/n9UcD7G/3+S3fN7vf3XXyY2YCkMH/dp8AwMBB7iAIcgdBkDsIgtxBEOQOgiB3EAS5gyDIHQRB7iAIcgdBkDsIgtxBEOQOgiB3EAS5gyDIHQRB7iAIcgdBkDsIgtxBEOQOgiB3EAS5gyDIHQRB7iAIcgdBkDsIgtxBEOQOgiB3EAS5gyDIHQRB7iAIcgdBkDsIgtxBEOQOgiB3EAS5gyDIHQRB7iAIcgdBkDsIgtxBEOQOgiB3EAS5gyDIHQRB7iAIcgdBkDsIgtxBEOQOgiB3EAS5gyDIHQRB7iAIcgdBkDsIgtxBEOQOgiB3EAS5gyDIHQRB7iAIcgdBkDsIgtxBEOQOgiB3EAS5gyDIHQRB7iAIcgdBkDsIgtxBEOQOgiB3EAS5gyDIHQRB7iAIcgdBkDsIgtxBEOQOgiB3EAS5gyDIHQRB7iAIcgdBkDsIgtxBEOQOgiB3EAS5gyDIHQRB7iAIcgdBkDsIgtxBEOQOgiB3EAS5gyDIHQRB7iAIcgdBkDsIgtxBEOQOgiB3EAS5gyDIHQRB7iCIz3Lfs4fmz6eUFMrIIKvVV1MAPOHHzN6/1ZMnafFi2ruXNBo6coSys6m0lO64w/uDADzhm0f3Xbto+XLSaIiIEhJo4kQqLvbJIBClupreeYe2bKGyMiKio0fp2DHXRTU1ZLH0egO+yb2hgaKiOr6NiqL6ep8M+iun0/nZZ58lJiY+9dRTL774YktLywAMVerq6g4cOFBQUGC32wdsqOKT5+f/QWVllJZGgwZRTAytXk0ff0x799L+/a5Lf/uNtm/v/UbYu2prubqaN27k9es7fpiSwiUlXF/PTqeXx3Xy/fffT506Vd0pPz8/Iho7duyXX37pu4lKa2ur0WgMCwsLDw/38/OLjY3dvXu3r4cqVqs1MzPzueeemzZt2sGDBwdmKDM7nc5PPvnk6NGjJSUlAzaUFy3iPXtcX9fWcmwsv/UWm0yun+zfz9nZvd6G93JvbWWjkcPC+Mkn+fx5jovjQ4e4tZW3b+fZs9lu56lTefZsPnbMaxOvU6uuQo+JiTGbzT///POMGTPUT+bNm1deXu71oczsdDp37NgRExOjBiUlJY0fP159vXDhwnPnzvliqNLQ0LB69eqgoCAiGjx4sPoLz83Nra2t9d1Qpaio6MEHHySicePG+fv75+Tk1NfX+3ooM/Pkydx50LhxvH49x8dzVhZnZfHcuQOVu9PJO3dyTAwTMRFnZLDNxqdO8cqVnJbG69bx5ctcXs5RUUzEgYGs03FzsxfmMl+4cEGv1wcHBxNRaGiowWC4du2ausjhcJjN5oiICCIKCgrS6XSXL1/2ylClqKgoMTFRxZ2QkFBYWMjMNpvNZDKFhYURUUhISOfz8RY1YtiwYUSkajt79qzBYLjzzjtV+gaDoa2tzbtDldOnTz/xxBPqLo8cOTItLU39vWk0mm3btjkcDl8M7TBrFnd+BBk1ijds4Dfe4MZGbmzk/PwByb2oiBMTXaEnJHBhYY9HNjezXs/BwUzEd93FJhP34xfUddXr6uq6HlZfX79ixQp/f38iGjVq1IFdu255oltFRUVOTo7aL0VHR+fl5bW3t3c+oKamxn3A+PHjP/300/4PVfLz891PICkpKcc6PVVWVlbm5OSoiyZMmPDNN994aygzNzc36/V69Rc1aNAgvV6vHjusVusjjzyihsbHx//0009eHOpSXMxz53JZGb/0Em/Y4PphYSHPnz+wm5mKCs7JYT8/JuLoaM7L47+uevdOnuT5811/HtOm8aFDtzD5JqverZKSkgceeCDQ3//qPffwQw/xr7/ewlBm5qYm1uv/PW/eDaverQMHDkyZMsV9kidOnLjFoczMXFxcPHv2bHVrcXFxX331VbeH7d69OzY2Vh22KCvLVlnZn6HMbLfb8/LyoqKi1MNKZmZmRUXFDcfk5+ePGTNGbah6ety5FefO8eLFrsCWLOFLlzg9nRcs4OxsnjWLT50aoNybmprWrl17ZepUJuLBg/nVV7mlxYPrO5380UccHc1E7O//w7p1DQ0NfbxqcXFxUlKSWs6JEyd+/fXXfbyiw+Eo2bmTIyNdG6o1a/jiRQ/O2WbjzZtZo2GiltDQf61aVVNT0+uVVCsajaY/G6qqqiqtVqueoCIiIkwmk91uv+mZ2kwm05AhQ7YkJvKgQWww8C1vqCyWyzNm/CMykoiSk5OPHDnS04EtLS3uDdWwYcOMRmO/NlRXr7LBwCEhTMQhIazX86VLrosuXODqatfX16513DW7na9c6fWGPcvdZrNt3rxZrd8/77uPly3jPqx691pa2GBoioqK1GjCw8NNJlP7TZ8cuq76zY/vXnMz63QcGMhErNH0dUNlsfCkSa5npORkLi31aGZjY6NOp1NnHh0dbTab+3jFq1evGgyGkJAQIgoODtbpdJfcq96bqqqqlhUrXOccG8sFBR6dMx85wnPnqqv/Z+HC/Pz8vlzp9OnT6enp6sHo7rvv/vbbbz0byswOB5vNPHw4E7GfH2dm8u+/e3wjPfMgd4vFMmnSJHVnkpOTSz1c9W5VWa0PP/ywe/P3448/dj2m86qHhITo9fq+r3r3jh7lpCRXCtOnc1FRj0eWlLhXnSdM4H7swg8fPjxr1ix1T+fMmVNWVnaTg9Xr7OHDh6sdQmZm5u+3tur79/O997rOPz2dz5zp/SrV1azVckCA6yWW0cgePk5bLJa4uDh1T9PT07tufnpS2vlhJSmJf/nFo7l90afcy8vLU1NT3S+DvPjaS8nPzx87dqx7aSuv7zi9tupdOZ28YwePGMFEHBDAO3aww8HbtnFWFi9f7nrB/cIL7O/PRBwRwVu38k23EH2h7k5kZCQRBQYG9vRobbFY3Jv+mTNn9vf1n93OJhMPHcpEHBzMOl2PT/otLWw08pAhTMRBQf15A01tqEJDQ9WLHIPB8Oeff97k+JMnT6qnhQsJCTx6NJvNPvqIppfcbTbb0qVL3VuIrVu32mw2X5xHa2vrDe+m7dmzx5ur3i21R4yM5Joafv55fuYZbmxkq5VnzuS9e/m99/q56t1qamrS6XQBAQFENGLECLPZ7Ly+tO5VJ6LRo0d3vqi/ams5N9f1si8uju12Pn6cn376L+8UjxzZsYXoy/NAb/744w/3m0WxsbEF3W2o6urqtFqt+m2Eh4d/8fbbnj6ZeKT3R/cFCxaol1nNXl31bp05c+bxxx9XvyD3G3mff/65b6deucIOB48c2fGLLizkjAx2ONhnHxWVlpaqD2uI6P777//uu+90Ol1gYKBadaPR6PU37JmZi4t55kx+5RWurOSJE7mkhK9d4/ff56QkbmvjCRN4+nT+4Qfvzty3b597D5yenu5+fm5razOZTEOHDlWv47Va7fnz5707uqvecz979uwZb/yt911BQcFjjz2m1Wo3btzoo09MblRby1OmdHxbVcUJCb6e6XQ6P/jgA7VVU5+MqoeVxsZGH05tb+e2Nn7tNd60qeOHc+bwsWNcXe2jLcQNn769/PLLH374odq+qndpjx8/7ou5XXn738z8TdlsPGpUx2IfPsyPPjowky9evLhmzRqTyZSRkWG1WgdmKGu1/MUXHd8uW8Y9vJHvRdXV1UuWLFFP2uq/8fHx+/bt8/Xcznzz793/jhYtotRUWrqU2tspO5vS0uj6vvP/kMFAI0bQypWub1NT6fXXadq0AZh88ODBd999NzIycvLkybm5uepl4YBB7tc1N9PatVRZSU4npaXRs8+Sn9/tPiefOXGCsrPJYiGNhg4dolWr6PBhCgi43aflc8hdqoIC2rSJiCg8nN58k8aMuc3nMyCQOwiC/xMBCILcQRDkDoIgdxAEuYMgyB0EQe4gCHIHQZA7CILcQRDkDoIgdxAEuYMgyB0EQe4gCHIHQZA7CILcQRDkDoIgdxAEuYMgyB0EQe4gCHIHQZA7CILcQRDkDoIgdxAEuYMgyB0EQe4gCHIHQZA7CILcQRDkDoIgdxAEuYMgyB0EQe4gCHIHQZA7CILcQRDkDoIgdxAEuYMgyB0EQe4gCHIHQZA7CILcQRDkDoIgdxAEuYMgyB0EQe4gCHIHQZA7CILcQRDkDoIgdxAEuYMgyB0EQe4gCHIHQZA7CILcQRDkDoIgdxAEuYMgyB0EQe4gCHIHQZA7CILcQRDkDoIgdxAEuYMgyB0EQe4gCHIHQZA7CILcQRDkDoIgdxAEuYMgyB0EQe4gCHIHQZA7CILcQRDkDoIgdxAEuYMgyB0EQe4gCHIHQZA7CILcQRDkDoIgdxAEuYMgyB0EQe4gCHIHQZA7CILcQRDkDoIgdxAEuYMgyB0EQe4gCHIHQZA7CILcQZD/AnNDhCDiLJIIAAAAAElFTkSuQmCC)
Find more compounds similar to Tetrapropylene glycol.
Sources
- Crippen Method
- Crippen Method
- Vapor Pressure, Density, Viscosity and Surface Tension of Tetrapropylene Glycol
- Joback Method
- McGowan Method
- NIST Webbook
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