![Benzo[c]phenanthrene, 4-amino](/cid/69-028-5/Benzo-c-phenanthrene-4-amino.png "Benzo[c]phenanthrene, 4-amino")
- InChI
- InChI=1S/C18H13N/c19-17-7-3-6-16-15(17)11-10-13-9-8-12-4-1-2-5-14(12)18(13)16/h1-11H,19H2
- InChI Key
- LMQPVUDQAMCUKA-UHFFFAOYSA-N
- Formula
- C18H13N
- SMILES
- Nc1cccc2c1ccc1ccc3ccccc3c12
- Molecular Weight1
- 243.30
- 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).
- Inp : Non-polar retention indices.
- 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 | 0.6434 | Relay (... Calculated Property | |
| ΔfG° | 570.60 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | 277.33 | kJ/mol | Relay (... Calculated Property |
| ΔfusH° | 31.50 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 116.83 | kJ/mol | Relay (... Calculated Property |
| IE | 6.84 | eV | Relay (... Calculated Property |
| log10WS | -5.28 | Relay (... Calculated Property | |
| logPoct/wat | 4.728 | Crippen Calculated Property | |
| McVol | 192.320 | ml/mol | McGowan Calculated Property |
| Pc | 2865.80 | kPa | Joback Calculated Property |
| Inp | 451.51 | NIST | |
| Tboil | 743.31 | K | Relay (... Calculated Property |
| Tc | 1071.38 | K | Relay (... Calculated Property |
| Tfus | 417.23 | K | Relay (... Calculated Property |
| Vc | 0.708 | m3/kmol | Relay (... Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [523.87; 596.64] | J/mol×K | [782.33; 1050.06] | 
|
| Cp,gas | 523.87 | J/mol×K | 782.33 | Joback Calculated Property |
| Cp,gas | 537.53 | J/mol×K | 826.95 | Joback Calculated Property |
| Cp,gas | 550.29 | J/mol×K | 871.57 | Joback Calculated Property |
| Cp,gas | 562.36 | J/mol×K | 916.19 | Joback Calculated Property |
| Cp,gas | 573.96 | J/mol×K | 960.81 | Joback Calculated Property |
| Cp,gas | 585.32 | J/mol×K | 1005.44 | Joback Calculated Property |
| Cp,gas | 596.64 | J/mol×K | 1050.06 | Joback Calculated Property |
Similar Compounds
![Benzo[a]pyrene, 7-amino.](data:image/png;base64,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)
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