- InChI
- InChI=1S/C8H13NO/c1-2-7-4-8-3-6(1)9(7)5-10-8/h6-8H,1-5H2
- InChI Key
- YMPUMGQNTHXZLD-UHFFFAOYSA-N
- Formula
- C8H13NO
- SMILES
- C1CC2CC3CC1N2CO3
- Molecular Weight1
- 139.19
- CAS
- 862587-68-6
- ω : Acentric Factor.
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- ΔfH°gas : Enthalpy of formation 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 | 0.3623 | Relay (... Calculated Property | |
| ΔfG° | 85.60 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -89.42 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 50.78 | kJ/mol | Relay (... Calculated Property |
| IE | 7.94 | eV | Relay (... Calculated Property |
| log10WS | -1.14 | Relay (... Calculated Property | |
| logPoct/wat | 0.970 | Crippen Calculated Property | |
| McVol | 106.850 | ml/mol | McGowan Calculated Property |
| Pc | 3779.25 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | [1137.00; 1175.30] |
|
|
| Inp | 1137.00 | NIST | |
| Inp | 1175.30 | NIST | |
| Inp | 1175.30 | NIST | |
| Inp | 1137.00 | NIST | |
| Tboil | 470.62 | K | Relay (... Calculated Property |
| Tc | 735.48 | K | Relay (... Calculated Property |
| Tfus | 520.85 | K | Relay (... Calculated Property |
| Vc | 0.411 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
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3-chlorobenzoate.](data:image/png;base64,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)
Find more compounds similar to Cyclotropinec.
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