- InChI
- InChI=1S/C19H24NO5P/c1-3-20(4-2)19(21)25-26(22,23-15-17-11-7-5-8-12-17)24-16-18-13-9-6-10-14-18/h5-14H,3-4,15-16H2,1-2H3
- InChI Key
- BKBAHPHXFUSOHT-UHFFFAOYSA-N
- Formula
- C19H24NO5P
- SMILES
-
CCN(CC)C(=O)OP(=O)(OCc1ccccc1)
OCc1ccccc1 - Molecular Weight1
- 377.37
- CAS
- 110376-81-3
- 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 | 0.8203 | Relay (1.0) Calculated Property | |
| ΔfG° | -175.94 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -746.99 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 125.27 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.56 | eV | Relay (1.0) Calculated Property |
| log10WS | -3.41 | Relay (1.0) Calculated Property | |
| logPoct/wat | 5.006 | Crippen Calculated Property | |
| McVol | 286.540 | ml/mol | McGowan Calculated Property |
| Pc | 1482.10 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 674.58 | K | Relay (1.0) Calculated Property |
| Tc | 912.30 | K | Relay (1.0) Calculated Property |
| Tfus | 286.06 | K | Relay (1.0) Calculated Property |
| Vc | 1.062 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Benzoic acid, 4-[1-hydroxy-2-(2-oxopyrrolidino)hexyl]-, ethyl ester.](data:image/png;base64,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)
Find more compounds similar to Carbamic acid, n,n-diethyl-, anhydride with dibenzyl phosphate.
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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