- InChI
- InChI=1S/C26H34N2O5/c1-6-17(13-32-15(3)30)18-11-21-24-26(19-9-7-8-10-20(19)27(24)5)12-22(28(21)14(2)29)23(18)25(26)33-16(4)31/h7-10,17-18,21-25H,6,11-13H2,1-5H3/t17?,18?,21?,22?,23-,24?,25-,26-/m1/s1
- InChI Key
- FZAYDNXVXJSNCW-NPGWOCDOSA-N
- Formula
- C26H34N2O5
- SMILES
-
CCC(COC(C)=O)C1CC2C3N(C)c4cccc
c4C34CC(C1C4OC(C)=O)N2C(C)=O - Molecular Weight1
- 454.56
- 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 | 0.8232 | Relay (1.0) Calculated Property | |
| ΔfG° | -109.34 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -763.83 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 147.01 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 7.21 | eV | Relay (1.0) Calculated Property |
| log10WS | -3.36 | Relay (1.0) Calculated Property | |
| logPoct/wat | 2.903 | Crippen Calculated Property | |
| McVol | 346.410 | ml/mol | McGowan Calculated Property |
| Pc | 715.46 | kPa | Relay (1.0-beta) Calculated Property |
| Inp | 3065.00 | NIST | |
| Tboil | 701.33 | K | Relay (1.0) Calculated Property |
| Tc | 1046.58 | K | Relay (1.0) Calculated Property |
| Tfus | 394.55 | K | Relay (1.0) Calculated Property |
| Vc | 1.267 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![[2,2'-Bimorphinan]-3,3',6,6'-tetrol, 7,7',8,8'-tetradehydro-4,5:4',5'-diepoxy-17,17'-dimethyl-, (5«alpha»,6«alpha»)-(5'«alpha»,6'«alpha»)-.](data:image/png;base64,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)
Find more compounds similar to AJMALINE, M(DIHYDRO-), AC.
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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