- InChI
- InChI=1S/C13H20ClN3O/c1-3-17(4-2)8-7-16-13(18)11-6-5-10(15)9-12(11)14/h5-6,9H,3-4,7-8,15H2,1-2H3,(H,16,18)
- InChI Key
- JXLOEMYUSALHDJ-UHFFFAOYSA-N
- Formula
- C13H20ClN3O
- SMILES
- CCN(CC)CCNC(=O)c1ccc(N)cc1Cl
- Molecular Weight1
- 269.77
- CAS
- 840-10-8
- 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).
- 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 | 0.7627 | Relay (1.0) Calculated Property | |
| ΔfG° | 277.50 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -206.12 | kJ/mol | Relay (1.0) Calculated Property |
| ΔfusH° | 41.80 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 96.12 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 7.96 | eV | Relay (1.0) Calculated Property |
| log10WS | -2.48 | Relay (1.0) Calculated Property | |
| logPoct/wat | 1.994 | Crippen Calculated Property | |
| McVol | 214.020 | ml/mol | McGowan Calculated Property |
| Pc | 2331.52 | kPa | Joback Calculated Property |
| Tboil | 632.62 | K | Relay (1.0) Calculated Property |
| Tc | 874.63 | K | Relay (1.0) Calculated Property |
| Tfus | 341.47 | K | Relay (1.0) Calculated Property |
| Vc | 0.739 | m3/kmol | Relay (1.0) Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [598.39; 667.19] | J/mol×K | [759.92; 974.33] | 
|
| Cp,gas | 598.39 | J/mol×K | 759.92 | Joback Calculated Property |
| Cp,gas | 612.01 | J/mol×K | 795.65 | Joback Calculated Property |
| Cp,gas | 624.70 | J/mol×K | 831.39 | Joback Calculated Property |
| Cp,gas | 636.51 | J/mol×K | 867.12 | Joback Calculated Property |
| Cp,gas | 647.50 | J/mol×K | 902.86 | Joback Calculated Property |
| Cp,gas | 657.71 | J/mol×K | 938.59 | Joback Calculated Property |
| Cp,gas | 667.19 | J/mol×K | 974.33 | Joback Calculated Property |
Similar Compounds
![6H-Benzofuro[3a,3,2-ef][2]benzazepin-6-one, 4a,5,9,10,11,12-hexahydro-3-methoxy-11-methyl-, (4aS,8aS)-.](data:image/png;base64,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)
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