- InChI
- InChI=1S/C16H19N3O5S/c1-3-19(4-2)11-5-7-13(16(21)9-11)17-18-14-10-12(25(22,23)24)6-8-15(14)20/h5-10,20-21H,3-4H2,1-2H3,(H,22,23,24)
- InChI Key
- DSZXUTUBVLAYLI-UHFFFAOYSA-N
- Formula
- C16H19N3O5S
- SMILES
-
CCN(CC)c1ccc(N=Nc2cc(S(=O)(=O)
O)ccc2O)c(O)c1 - Molecular Weight1
- 365.40
- CAS
- 1563-01-5
- Other Names
-
- Benzenesulfonic acid, 3-((4-(diethylamino)-2-hydroxyphenyl)azo)-4-hydroxy-
- 5-Sulfo-4'-(diethylamino)-2,2'-dihydroxyazobenzene
- 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 | 1.2489 | Relay (1.0) Calculated Property | |
| ΔfG° | -189.61 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -531.70 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 157.49 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 7.12 | eV | Relay (1.0) Calculated Property |
| log10WS | -2.61 | Relay (1.0) Calculated Property | |
| logPoct/wat | 3.606 | Crippen Calculated Property | |
| McVol | 260.120 | ml/mol | McGowan Calculated Property |
| Pc | 2950.48 | kPa | Joback Calculated Property |
| Tboil | 690.93 | K | Relay (1.0) Calculated Property |
| Tc | 1098.09 | K | Relay (1.0) Calculated Property |
| Tfus | 524.10 | K | Relay (1.0) Calculated Property |
| Vc | 0.895 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![5-(((1R,3aR,4S,6aR)-4-(Benzo[d][1,3]dioxol-5-yl)hexahydrofuro[3,4-c]furan-1-yl)oxy)benzo[d][1,3]dioxole.](data:image/png;base64,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)
Find more compounds similar to 3-(4-Diethylamino-2-hydroxyphenylazo)-4-hydroxybenzenesulfonic acid.
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
- Joback Method
- McGowan Method
- NIST Webbook
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