- InChI
- InChI=1S/C10H22O3/c1-4-5-6-12-8-10(3)13-7-9(2)11/h9-11H,4-8H2,1-3H3
- InChI Key
- CUVLMZNMSPJDON-UHFFFAOYSA-N
- Formula
- C10H22O3
- SMILES
- CCCCOCC(C)OCC(C)O
- Molecular Weight1
- 190.28
- CAS
- 29911-28-2
- Other Names
-
- 1-(2-butoxy-1-methylethoxy)-2-propanol
- 1-(2-butoxy-1-methylethoxy)propan-2-ol
- 2-Propanol, 1-(2-butoxy-1-methoxy)-
- Dipropylene glycol n-butyl ether
- Dipropylene glycol, butyl ether
- Dowanol DPnB
- Cp,gas : Ideal gas heat capacity (J/mol×K).
- Cp,liquid : Liquid phase 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).
- 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° | -318.38 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -676.96 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 21.07 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 58.58 | kJ/mol | Joback Calculated Property |
| log10WS | -1.67 | Crippen Calculated Property | |
| logPoct/wat | 1.589 | Crippen Calculated Property | |
| McVol | 169.370 | ml/mol | McGowan Calculated Property |
| Pc | 2258.96 | kPa | Joback Calculated Property |
| Tboil | 564.34 | K | Joback Calculated Property |
| Tc | 728.46 | K | Joback Calculated Property |
| Tfus | 277.74 | K | Joback Calculated Property |
| Vc | 0.638 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [434.11; 507.80] | J/mol×K | [564.34; 728.46] | 
|
| Cp,gas | 434.11 | J/mol×K | 564.34 | Joback Calculated Property |
| Cp,gas | 447.59 | J/mol×K | 591.69 | Joback Calculated Property |
| Cp,gas | 460.60 | J/mol×K | 619.05 | Joback Calculated Property |
| Cp,gas | 473.12 | J/mol×K | 646.40 | Joback Calculated Property |
| Cp,gas | 485.16 | J/mol×K | 673.76 | Joback Calculated Property |
| Cp,gas | 496.72 | J/mol×K | 701.11 | Joback Calculated Property |
| Cp,gas | 507.80 | J/mol×K | 728.46 | Joback Calculated Property |
| Cp,liquid | [403.90; 443.90] | J/mol×K | [275.15; 339.15] |
|
| Cp,liquid | 403.90 | J/mol×K | 275.15 | Heat ca... |
| Cp,liquid | 404.90 | J/mol×K | 276.65 | Heat ca... |
| Cp,liquid | 405.90 | J/mol×K | 278.15 | Heat ca... |
| Cp,liquid | 406.80 | J/mol×K | 279.65 | Heat ca... |
| Cp,liquid | 407.80 | J/mol×K | 281.15 | Heat ca... |
| Cp,liquid | 408.70 | J/mol×K | 282.65 | Heat ca... |
| Cp,liquid | 409.70 | J/mol×K | 284.15 | Heat ca... |
| Cp,liquid | 410.60 | J/mol×K | 285.65 | Heat ca... |
| Cp,liquid | 411.60 | J/mol×K | 287.15 | Heat ca... |
| Cp,liquid | 412.60 | J/mol×K | 288.65 | Heat ca... |
| Cp,liquid | 413.50 | J/mol×K | 290.15 | Heat ca... |
| Cp,liquid | 414.50 | J/mol×K | 291.65 | Heat ca... |
| Cp,liquid | 415.40 | J/mol×K | 293.15 | Heat ca... |
| Cp,liquid | 416.40 | J/mol×K | 294.65 | Heat ca... |
| Cp,liquid | 417.30 | J/mol×K | 296.15 | Heat ca... |
| Cp,liquid | 418.30 | J/mol×K | 297.65 | Heat ca... |
| Cp,liquid | 418.60 | J/mol×K | 298.15 | Heat ca... |
| Cp,liquid | 419.20 | J/mol×K | 299.15 | Heat ca... |
| Cp,liquid | 420.10 | J/mol×K | 300.65 | Heat ca... |
| Cp,liquid | 421.10 | J/mol×K | 302.15 | Heat ca... |
| Cp,liquid | 422.00 | J/mol×K | 303.65 | Heat ca... |
| Cp,liquid | 423.00 | J/mol×K | 305.15 | Heat ca... |
| Cp,liquid | 423.90 | J/mol×K | 306.65 | Heat ca... |
| Cp,liquid | 424.80 | J/mol×K | 308.15 | Heat ca... |
| Cp,liquid | 425.80 | J/mol×K | 309.65 | Heat ca... |
| Cp,liquid | 426.70 | J/mol×K | 311.15 | Heat ca... |
| Cp,liquid | 427.60 | J/mol×K | 312.65 | Heat ca... |
| Cp,liquid | 428.60 | J/mol×K | 314.15 | Heat ca... |
| Cp,liquid | 429.50 | J/mol×K | 315.65 | Heat ca... |
| Cp,liquid | 430.40 | J/mol×K | 317.15 | Heat ca... |
| Cp,liquid | 431.30 | J/mol×K | 318.65 | Heat ca... |
| Cp,liquid | 432.30 | J/mol×K | 320.15 | Heat ca... |
| Cp,liquid | 433.20 | J/mol×K | 321.65 | Heat ca... |
| Cp,liquid | 434.10 | J/mol×K | 323.15 | Heat ca... |
| Cp,liquid | 435.00 | J/mol×K | 324.65 | Heat ca... |
| Cp,liquid | 436.00 | J/mol×K | 326.15 | Heat ca... |
| Cp,liquid | 436.90 | J/mol×K | 327.65 | Heat ca... |
| Cp,liquid | 437.80 | J/mol×K | 329.15 | Heat ca... |
| Cp,liquid | 438.70 | J/mol×K | 330.65 | Heat ca... |
| Cp,liquid | 439.60 | J/mol×K | 332.15 | Heat ca... |
| Cp,liquid | 440.50 | J/mol×K | 333.65 | Heat ca... |
| Cp,liquid | 441.40 | J/mol×K | 335.15 | Heat ca... |
| Cp,liquid | 442.40 | J/mol×K | 336.65 | Heat ca... |
| Cp,liquid | 443.30 | J/mol×K | 338.15 | Heat ca... |
| Cp,liquid | 443.90 | J/mol×K | 339.15 | Heat ca... |
| η | [0.0000596; 0.0244859] | Pa×s | [277.74; 564.34] |
|
| η | 0.0244859 | Pa×s | 277.74 | Joback Calculated Property |
| η | 0.0043018 | Pa×s | 325.51 | Joback Calculated Property |
| η | 0.0011795 | Pa×s | 373.27 | Joback Calculated Property |
| η | 0.0004337 | Pa×s | 421.04 | Joback Calculated Property |
| η | 0.0001956 | Pa×s | 468.81 | Joback Calculated Property |
| η | 0.0001022 | Pa×s | 516.57 | Joback Calculated Property |
| η | 0.0000596 | Pa×s | 564.34 | Joback Calculated Property |
Similar Compounds
![2-Propanol, 1,1'-[(1-methyl-1,2-ethanediyl)bis(oxy)]bis-.](data:image/png;base64,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)
![2-Propanol, 1-[2-(2-methoxy-1-methylethoxy)-1-methylethoxy]-.](data:image/png;base64,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)
![2-[2-(2-hydroxypropoxy)propoxy]-1-propanol.](data:image/png;base64,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)
Find more compounds similar to 2-Propanol, 1-(2-butoxy-1-methylethoxy)-.
Mixtures
Sources
- Crippen Method
- Crippen Method
- Heat capacity of dowanols within a temperature range of (275.15 to 339.15) K. Measurements and prediction.
- Mutual Solubility and Lower Critical Solution Temperature for Water + Glycol Ether Systems
- Joback Method
- McGowan Method
- NIST Webbook
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