- InChI
- InChI=1S/C9H7BrN2S/c10-7-1-3-8(4-2-7)12-6-5-11-9(12)13/h1-6H,(H,11,13)
- InChI Key
- ZKPXIPSWVWPFDF-UHFFFAOYSA-N
- Formula
- C9H7BrN2S
- SMILES
- S=c1[nH]ccn1-c1ccc(Br)cc1
- Molecular Weight1
- 255.13
- CAS
- 17452-23-2
- 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 | 0.4768 | Relay (1.0) Calculated Property | |
| ΔfG° | 264.27 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | 263.59 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 122.56 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 7.57 | eV | Relay (1.0) Calculated Property |
| log10WS | -4.29 | Relay (1.0) Calculated Property | |
| logPoct/wat | 2.815 | Crippen Calculated Property | |
| McVol | 148.260 | ml/mol | McGowan Calculated Property |
| Pc | 4654.61 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 629.10 | K | Relay (1.0) Calculated Property |
| Tc | 913.18 | K | Relay (1.0) Calculated Property |
| Tfus | 456.63 | K | Relay (1.0) Calculated Property |
| Vc | 0.512 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![7-[(2-hydroxy-2-phenylacetyl)amino]-3-[(1-methyltetrazol-5-yl)sulfanylmethyl]-8-oxo-5-thia-1-azabicyclo[4.2.0]oct-2-ene-2-carboxylic acid.](data:image/png;base64,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)
Find more compounds similar to 1-(4-Bromophenyl)imidazoline-2-thione.
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
Note: Cheméo is only indexing the data, follow the source links to retrieve the latest data. The source is also providing more information like the publication year, authors and more. Take the time to validate and double check the source of the data.