![4,4'-Dibenzyl-[2,2'-azo-1,3,4-thiadiazol-5-one]](/cid/33-587-4/4-4-Dibenzyl-2-2-azo-1-3-4-thiadiazol-5-one.png "4,4'-Dibenzyl-[2,2'-azo-1,3,4-thiadiazol-5-one]")
- InChI
- InChI=1S/C18H14N6O2S2/c25-17-23(11-13-7-3-1-4-8-13)21-15(27-17)19-20-16-22-24(18(26)28-16)12-14-9-5-2-6-10-14/h1-10H,11-12H2/b20-19+
- InChI Key
- OHBFGUBBDBYEPD-FMQUCBEESA-N
- Formula
- C18H14N6O2S2
- SMILES
-
O=c1sc(N=Nc2nn(Cc3ccccc3)c(=O)
s2)nn1Cc1ccccc1 - Molecular Weight1
- 410.47
- CAS
- 109511-03-7
- 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 | 0.8987 | Relay (1.0) Calculated Property | |
| ΔfG° | 602.71 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | 529.27 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 147.22 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.56 | eV | Relay (1.0) Calculated Property |
| log10WS | -5.50 | Relay (1.0) Calculated Property | |
| logPoct/wat | 3.435 | Crippen Calculated Property | |
| McVol | 278.060 | ml/mol | McGowan Calculated Property |
| Pc | 3000.61 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 742.14 | K | Relay (1.0) Calculated Property |
| Tc | 1133.68 | K | Relay (1.0) Calculated Property |
| Tfus | 466.38 | K | Relay (1.0) Calculated Property |
| Vc | 1.030 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Cobalt,bis[(1,2,3,4,5,6-«eta»)-1-phenylboratabenzene]-.](data:image/png;base64,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)
Find more compounds similar to 4,4'-Dibenzyl-[2,2'-azo-1,3,4-thiadiazol-5-one].
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