- InChI
- InChI=1S/C5H13NO/c1-5(7)4-6(2)3/h5,7H,4H2,1-3H3
- InChI Key
- NCXUNZWLEYGQAH-UHFFFAOYSA-N
- Formula
- C5H13NO
- SMILES
- CC(O)CN(C)C
- Molecular Weight1
- 103.16
- CAS
- 108-16-7
- Other Names
-
- (+-)-1-(dimethylamino)-2-propanol
- 1,1-(Dimethylamino)propanol-2
- 1,1-Dimethylaminopropan-2-ol
- 1-(Dimethylamino)-2-propanol
- 1-(Dimethylamino)propan-2-ol
- 2-(Dimethylamino)-1-methylethanol
- 2-Propanol, 1,1-(dimethylamino)-
- 3-Dimethylamino-2-propanol
- DL-1-(dimethylamino)-2-propanol
- Dimepranol
- Dimethyl(2-hydroxypropyl)amine
- Dimethylisopropanolamine
- INN
- N,N-(Dimethylamino)-2-propanol
- N,N-Dimethyl-2-hydroxypropylamine
- N,N-Dimethylisopropanolamine
- NSC 3163
- Cp,gas : Ideal gas heat capacity (J/mol×K).
- 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).
- ρl : Liquid Density (kg/m3).
- γ : Surface Tension (N/m).
- 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° | -37.26 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -236.51 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 12.29 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 45.06 | kJ/mol | Joback Calculated Property |
| log10WS | 0.14 | Crippen Calculated Property | |
| logPoct/wat | -0.071 | Crippen Calculated Property | |
| McVol | 97.160 | ml/mol | McGowan Calculated Property |
| Pc | 3906.25 | kPa | Joback Calculated Property |
| Tboil | 397.20 | K | NIST |
| Tc | 581.92 | K | Joback Calculated Property |
| Tfus | 224.40 | K | Joback Calculated Property |
| Vc | 0.346 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [197.91; 250.40] | J/mol×K | [417.98; 581.92] | 
|
| Cp,gas | 197.91 | J/mol×K | 417.98 | Joback Calculated Property |
| Cp,gas | 207.62 | J/mol×K | 445.30 | Joback Calculated Property |
| Cp,gas | 216.93 | J/mol×K | 472.63 | Joback Calculated Property |
| Cp,gas | 225.85 | J/mol×K | 499.95 | Joback Calculated Property |
| Cp,gas | 234.40 | J/mol×K | 527.28 | Joback Calculated Property |
| Cp,gas | 242.58 | J/mol×K | 554.60 | Joback Calculated Property |
| Cp,gas | 250.40 | J/mol×K | 581.92 | Joback Calculated Property |
| ρl | [820.90; 845.20] | kg/m3 | [298.15; 323.15] |
|
| ρl | 845.20 | kg/m3 | 298.15 | Density... |
| ρl | 840.40 | kg/m3 | 303.15 | Density... |
| ρl | 835.60 | kg/m3 | 308.15 | Density... |
| ρl | 830.70 | kg/m3 | 313.15 | Density... |
| ρl | 825.90 | kg/m3 | 318.15 | Density... |
| ρl | 820.90 | kg/m3 | 323.15 | Density... |
| γ | [0.02; 0.02] | N/m | [303.20; 323.20] |
|
| γ | 0.02 | N/m | 303.20 | Surface... |
| γ | 0.02 | N/m | 303.20 | Analysi... |
| γ | 0.02 | N/m | 308.20 | Analysi... |
| γ | 0.02 | N/m | 313.20 | Surface... |
| γ | 0.02 | N/m | 313.20 | Analysi... |
| γ | 0.02 | N/m | 318.20 | Analysi... |
| γ | 0.02 | N/m | 323.20 | Surface... |
| γ | 0.02 | N/m | 323.20 | Analysi... |
Correlations
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Pvap | [1.32; 202.65] | kPa | [302.99; 419.21] |
The Yaw...
|
| Equation | ln(Pvp) = A + B/(T + C) | |||
| Coefficient A | 1.61920e+01 | |||
| Coefficient B | -3.99873e+03 | |||
| Coefficient C | -5.16970e+01 | |||
| Temperature range, min. | 302.99 | |||
| Temperature range, max. | 419.21 | |||
| Pvap | 1.32 | kPa | 302.99 | Calculated Property |
| Pvap | 2.88 | kPa | 315.90 | Calculated Property |
| Pvap | 5.83 | kPa | 328.82 | Calculated Property |
| Pvap | 11.08 | kPa | 341.73 | Calculated Property |
| Pvap | 19.94 | kPa | 354.64 | Calculated Property |
| Pvap | 34.20 | kPa | 367.56 | Calculated Property |
| Pvap | 56.23 | kPa | 380.47 | Calculated Property |
| Pvap | 89.04 | kPa | 393.38 | Calculated Property |
| Pvap | 136.35 | kPa | 406.30 | Calculated Property |
| Pvap | 202.65 | kPa | 419.21 | Calculated Property |
Similar Compounds
![2-Propanol, 1-[bis(2-hydroxyethyl)amino]-.](data:image/png;base64,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)
![1,1'-[(2-hydroxyethyl)imino]dipropan-2-ol.](data:image/png;base64,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)
Find more compounds similar to 2-Propanol, 1-(dimethylamino)-.
Mixtures
- 2-Propanol, 1-(dimethylamino)- + Water
- Carbon dioxide + 2-Propanol, 1-(dimethylamino)- + Water
- Monoethanolamine + 2-Propanol, 1-(dimethylamino)- + Water
- Piperazine + 2-Propanol, 1-(dimethylamino)- + Water
Sources
- Crippen Method
- Crippen Method
- Surface thermodynamics of DMA2P, DMA2P-MEA and DMA2P-PZ aqueous solutions
- Analysis of Surface Thermodynamics for Amino Acid Ionic Liquid-1-Dimethylamino-2-propanol Aqueous Blends
- Density Measurements of Unloaded and CO2-Loaded 1-Dimethylamino-2-propanol at Temperatures (298.15 to 353.15) K
- Joback Method
- McGowan Method
- NIST Webbook
- The Yaws Handbook of Vapor Pressure
Note: Cheméo is only indexing the data, follow the source links to retrieve the latest data. The source is also providing more information like the publication year, authors and more. Take the time to validate and double check the source of the data.