- InChI
- InChI=1S/C14H16ClO5PS/c1-4-17-21(22,18-5-2)20-10-6-7-12-11(8-10)9(3)13(15)14(16)19-12/h6-8H,4-5H2,1-3H3
- InChI Key
- SJNIEBAPMPLYAB-UHFFFAOYSA-N
- Formula
- C14H16ClO5PS
- SMILES
-
CCOP(=S)(OCC)Oc1ccc2oc(=O)c(Cl
)c(C)c2c1 - Molecular Weight1
- 362.77
- 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 | 0.7325 | Relay (1.0) Calculated Property | |
| ΔfG° | -389.64 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -744.43 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 109.07 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.12 | eV | Relay (1.0) Calculated Property |
| log10WS | -5.38 | Aq. Solubility Prediction | |
| logPoct/wat | 4.431 | Crippen Calculated Property | |
| McVol | 243.300 | ml/mol | McGowan Calculated Property |
| Pc | 1689.77 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 692.26 | K | Relay (1.0) Calculated Property |
| Tc | 907.33 | K | Relay (1.0) Calculated Property |
| Tfus | 352.46 | K | Relay (1.0) Calculated Property |
| Vc | 0.894 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![1H-Indole-3-ethanol, 2-(5-ethenyl-1-azabicyclo[2.2.2]oct-2-yl)-, [1S-(1«alpha»,2«alpha»,4«alpha»,5«beta»)]-.](data:image/png;base64,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)
Find more compounds similar to 3-chloro-6-diethoxyphosphinothioyloxy-4-methylchromen-2-one.
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
- Aqueous Solubility Prediction Method
- McGowan Method
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