- InChI
- InChI=1S/C10H13FN2/c11-9-1-3-10(4-2-9)13-7-5-12-6-8-13/h1-4,12H,5-8H2
- InChI Key
- AVJKDKWRVSSJPK-UHFFFAOYSA-N
- Formula
- C10H13FN2
- SMILES
- Fc1ccc(N2CCNCC2)cc1
- Molecular Weight1
- 180.22
- CAS
- 2252-63-3
- Other Names
-
- 1-(4-Fluorophenyl)piperazine
- N-(4-Fluorophenyl)piperazine
- Piperazine, 1-(4-fluorophenyl)-
- 1-(4'-fluorophenyl)piperazine
- 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).
- 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 | 0.4687 | Relay (1.0) Calculated Property | |
| ΔfG° | 126.71 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -62.77 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 78.75 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.23 | eV | Relay (1.0) Calculated Property |
| log10WS | -0.83 | Relay (1.0) Calculated Property | |
| logPoct/wat | 1.235 | Crippen Calculated Property | |
| McVol | 138.870 | ml/mol | McGowan Calculated Property |
| Pc | 3347.66 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 558.48 | K | Relay (1.0) Calculated Property |
| Tc | 774.68 | K | Relay (1.0) Calculated Property |
| Tfus | 336.85 | K | Relay (1.0) Calculated Property |
| Vc | 0.485 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Piperazine, 1-[3-(trifluoromethyl)phenyl]-.](data:image/png;base64,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)
Find more compounds similar to 1-(p-Fluorophenyl)piperazine.
Sources
- Cheméo Relay (1.0)
- Cheméo Relay (1.0, beta) Beta: served but experimental, data-limited and below our cross-validation release bar; the Joback value is recommended where available.
- Crippen Method
- Crippen Method
- McGowan Method
- NIST Webbook
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