- InChI
- InChI=1S/C6H12N2O/c7-6(9)5-2-1-3-8-4-5/h5,8H,1-4H2,(H2,7,9)
- InChI Key
- BVOCPVIXARZNQN-UHFFFAOYSA-N
- Formula
- C6H12N2O
- SMILES
- N=C(O)C1CCCNC1
- Molecular Weight1
- 128.17
- CAS
- 4138-26-5
- Other Names
-
- 3-piperidinecarboxamide
- piperidine-3-carboxamide
- 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).
- ΔsubH° : Enthalpy of sublimation at standard conditions (kJ/mol).
- ΔvapH° : Enthalpy of vaporization at standard conditions (kJ/mol).
- ΔvapH : Enthalpy of vaporization at a given temperature (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 | 0.6645 | Relay (1.0) Calculated Property | |
| ΔfG° | 178.58 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -222.86 | kJ/mol | Relay (1.0) Calculated Property |
| ΔsubH° | 112.50 ± 1.30 | kJ/mol | NIST |
| ΔvapH° | 88.81 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.69 | eV | Relay (1.0) Calculated Property |
| log10WS | 0.57 | Relay (1.0) Calculated Property | |
| logPoct/wat | 0.521 | Crippen Calculated Property | |
| McVol | 106.070 | ml/mol | McGowan Calculated Property |
| Pc | 4812.77 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 569.13 | K | Relay (1.0) Calculated Property |
| Tc | 788.11 | K | Relay (1.0) Calculated Property |
| Tfus | 454.89 | K | Relay (1.0) Calculated Property |
| Vc | 0.341 | m3/kmol | Relay (1.0) Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [10.49; 269.22] | J/mol×K | [100.12; 581.30] | 
|
| Cp,gas | 10.49 | J/mol×K | 100.12 | Joback Calculated Property |
| Cp,gas | 10.49 | J/mol×K | 100.12 | Joback Calculated Property |
| Cp,gas | 10.49 | J/mol×K | 100.12 | Joback Calculated Property |
| Cp,gas | 10.49 | J/mol×K | 100.12 | Joback Calculated Property |
| Cp,gas | 10.49 | J/mol×K | 100.12 | Joback Calculated Property |
| Cp,gas | 10.49 | J/mol×K | 100.12 | Joback Calculated Property |
| Cp,gas | 269.22 | J/mol×K | 581.30 | Joback Calculated Property |
| ΔvapH | 112.50 | kJ/mol | 386.00 | Thermochemical study of 1-, 3- and 4-piperidinecarboxamide derivatives |
Similar Compounds
![(E)-Methyl 2-((1'R,6'R,7'S,8a'S)-6'-ethyl-2-oxo-3',5',6',7',8',8a'-hexahydro-2'H-spiro[indoline-3,1'-indolizin]-7'-yl)-3-methoxyacrylate.](data:image/png;base64,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)
Find more compounds similar to Nipecotamide.
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
- Thermochemical study of 1-, 3- and 4-piperidinecarboxamide derivatives
- Joback Method
- McGowan Method
- NIST Webbook
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