- InChI
- InChI=1S/C20H22N2O3S/c1-14(23)21(3)11-6-12-22-17-7-4-5-8-19(17)26-20-13-16(25-15(2)24)9-10-18(20)22/h4-5,7-10,13H,6,11-12H2,1-3H3
- InChI Key
- LTQJFGVIAUHUJW-UHFFFAOYSA-N
- Formula
- C20H22N2O3S
- SMILES
-
CC(=O)Oc1ccc2c(c1)Sc1ccccc1N2C
CCN(C)C(C)=O - Molecular Weight1
- 370.46
- 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 | 0.8643 | Relay (... Calculated Property | |
| ΔfG° | 31.95 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -373.86 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 126.85 | kJ/mol | Relay (... Calculated Property |
| IE | 7.13 | eV | Relay (... Calculated Property |
| log10WS | -4.20 | Relay (... Calculated Property | |
| logPoct/wat | 4.083 | Crippen Calculated Property | |
| McVol | 279.600 | ml/mol | McGowan Calculated Property |
| Pc | 1799.53 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | 3070.00 | NIST | |
| Tboil | 738.18 | K | Relay (... Calculated Property |
| Tc | 1008.81 | K | Relay (... Calculated Property |
| Tfus | 397.41 | K | Relay (... Calculated Property |
| Vc | 1.000 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![10H-Phenothiazin-3-ol, 10-[3-(dimethylamino)propyl]-, acetate (ester).](data:image/png;base64,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)
Find more compounds similar to Prothipendyl M (nor-HO-), diacetylated.
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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