- InChI
- InChI=1S/C8H7N/c9-7-8-5-3-1-2-4-6-8/h1-6,8H
- InChI Key
- LADCKIXFXIKHQM-UHFFFAOYSA-N
- Formula
- C8H7N
- SMILES
- N#CC1C=CC=CC=C1
- Molecular Weight1
- 117.15
- CAS
- 13612-59-4
- Other Names
-
- 1,3,5-Cycloheptatriene-7-carbonitrile
- 2,4,6-Cycloheptatrienecarbonitrile
- 7-Cyano-1,3,5-cycloheptatriene
- 7-Cyanocycloheptatriene
- 1-Cyano-2,4,6-cycloheptatriene
- 7-cyanotropilidene
- 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 | 0.2375 | Relay (1.0) Calculated Property | |
| ΔfG° | 251.89 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | 339.04 | kJ/mol | Relay (1.0) Calculated Property |
| ΔfusH° | 11.38 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 60.80 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.89 | eV | NIST |
| log10WS | -2.10 | Relay (1.0) Calculated Property | |
| logPoct/wat | 1.808 | Crippen Calculated Property | |
| McVol | 101.200 | ml/mol | McGowan Calculated Property |
| Pc | 3572.80 | kPa | Joback Calculated Property |
| Tboil | 460.68 | K | Relay (1.0) Calculated Property |
| Tc | 666.60 | K | Relay (1.0) Calculated Property |
| Tfus | 317.54 | K | Relay (1.0) Calculated Property |
| Vc | 0.338 | m3/kmol | Relay (1.0) Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [203.17; 264.16] | J/mol×K | [505.82; 745.17] | 
|
| Cp,gas | 203.17 | J/mol×K | 505.82 | Joback Calculated Property |
| Cp,gas | 215.33 | J/mol×K | 545.71 | Joback Calculated Property |
| Cp,gas | 226.66 | J/mol×K | 585.60 | Joback Calculated Property |
| Cp,gas | 237.18 | J/mol×K | 625.50 | Joback Calculated Property |
| Cp,gas | 246.92 | J/mol×K | 665.39 | Joback Calculated Property |
| Cp,gas | 255.91 | J/mol×K | 705.28 | Joback Calculated Property |
| Cp,gas | 264.16 | J/mol×K | 745.17 | Joback Calculated Property |
Similar Compounds
![Bicyclo[4.4.1]undeca-1,3,5,8-tetralene.](data:image/png;base64,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)
![trans Bicyclo[6.1.0]nona-2,4,6-triene.](data:image/png;base64,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)
Find more compounds similar to 2,4,6-Cycloheptatriene-1-carbonitrile.
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