- InChI
- InChI=1S/C6H15NO/c1-3-5(2)6(7)4-8/h5-6,8H,3-4,7H2,1-2H3
- InChI Key
- VTQHAQXFSHDMHT-UHFFFAOYSA-N
- Formula
- C6H15NO
- SMILES
- CCC(C)C(N)CO
- Molecular Weight1
- 117.19
- CAS
- 24629-25-2
- Other Names
-
- 1-Pentanol, 2-amino-3-methyl-, [S-(R*,R*)]-
- 2-amino-3-methylpentan-1-ol
- ω : Acentric Factor.
- 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).
- 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).
- Tboil : Normal Boiling Point Temperature (K).
- Tboilr : Boiling point at reduced pressure (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 |
|---|---|---|---|
| ω | 0.6150 | Relay (1.0) Calculated Property | |
| ΔfG° | -75.61 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -309.02 | kJ/mol | Relay (1.0) Calculated Property |
| ΔfusH° | 13.53 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 65.33 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.77 | eV | Relay (1.0) Calculated Property |
| log10WS | -0.64 | Relay (1.0) Calculated Property | |
| logPoct/wat | 0.352 | Crippen Calculated Property | |
| McVol | 111.250 | ml/mol | McGowan Calculated Property |
| Pc | 3768.41 | kPa | Joback Calculated Property |
| Tboil | 470.18 | K | Relay (1.0) Calculated Property |
| Tc | 648.26 | K | Relay (1.0) Calculated Property |
| Tfus | 298.74 | K | Relay (1.0) Calculated Property |
| Vc | 0.371 | m3/kmol | Relay (1.0) Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [261.10; 317.61] | J/mol×K | [500.51; 680.59] | 
|
| Cp,gas | 261.10 | J/mol×K | 500.51 | Joback Calculated Property |
| Cp,gas | 271.63 | J/mol×K | 530.52 | Joback Calculated Property |
| Cp,gas | 281.69 | J/mol×K | 560.54 | Joback Calculated Property |
| Cp,gas | 291.31 | J/mol×K | 590.55 | Joback Calculated Property |
| Cp,gas | 300.49 | J/mol×K | 620.56 | Joback Calculated Property |
| Cp,gas | 309.25 | J/mol×K | 650.57 | Joback Calculated Property |
| Cp,gas | 317.61 | J/mol×K | 680.59 | Joback Calculated Property |
Pressure Dependent Properties
| Property | Value | Unit | Pressure (kPa) | Source |
|---|---|---|---|---|
| Tboilr | 370.20 | K | 1.90 | NIST |
Similar Compounds
![trans-3-Aminobicyclo[2.2.2]octan-2-ol.](data:image/png;base64,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)
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