- InChI
- InChI=1S/C11H18NO3P/c1-4-14-16(15-5-2)12-10-6-8-11(13-3)9-7-10/h6-9,12H,4-5H2,1-3H3
- InChI Key
- KWFVKVOTTGWYHI-UHFFFAOYSA-N
- Formula
- C11H18NO3P
- SMILES
- CCOP(Nc1ccc(OC)cc1)OCC
- Molecular Weight1
- 243.24
- CAS
- 5524-62-9
- 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 | 0.6491 | Relay (... Calculated Property | |
| ΔfG° | -5.52 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -360.39 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 80.01 | kJ/mol | Relay (... Calculated Property |
| IE | 7.24 | eV | Relay (... Calculated Property |
| log10WS | -2.73 | Relay (... Calculated Property | |
| logPoct/wat | 3.407 | Crippen Calculated Property | |
| McVol | 190.140 | ml/mol | McGowan Calculated Property |
| Pc | 2440.28 | kPa | Relay (... Calculated Property ⚠️ |
| Tboil | 595.11 | K | Relay (... Calculated Property |
| Tc | 779.81 | K | Relay (... Calculated Property |
| Tfus | 302.04 | K | Relay (... Calculated Property |
| Vc | 0.688 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Phosphoramidous acid,[p-(dimethylamino)phenyl]-,diethyl ester.](data:image/png;base64,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)
Find more compounds similar to Phosphoramidous acid, p-methoxy phenyl-, diethyl ester.
Sources
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- Crippen Method
- Crippen Method
- McGowan Method
- NIST Webbook
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