- InChI
- InChI=1S/C6H13BS2/c1-2-3-4-7-8-5-6-9-7/h2-6H2,1H3
- InChI Key
- FPEVZPSEKLPDCO-UHFFFAOYSA-N
- Formula
- C6H13BS2
- SMILES
- CCCCB1SCCS1
- Molecular Weight1
- 160.11
- 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.
- 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 | 0.3541 | Relay (... Calculated Property | |
| ΔfG° | -26.94 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -132.01 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 57.82 | kJ/mol | Relay (... Calculated Property |
| IE | 8.63 | eV | Relay (... Calculated Property |
| log10WS | -3.27 | Relay (... Calculated Property | |
| logPoct/wat | 2.755 | Crippen Calculated Property | |
| Pc | 2882.70 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | [914.00; 914.00] |
|
|
| Inp | 914.00 | NIST | |
| Inp | 914.00 | NIST | |
| Tboil | 498.04 | K | Relay (... Calculated Property |
| Tc | 703.62 | K | Relay (... Calculated Property |
| Tfus | 227.93 | K | Relay (... Calculated Property |
| Vc | 0.463 | m3/kmol | Relay (... Calculated Property |
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![(S)-1,2,3,4-tetrahydro-1-[(3-hydroxy-4-methoxyphenyl)methyl]-6-methoxy-2-methylisoquinolin-7-ol.](data:image/png;base64,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)
Find more compounds similar to Ethanediol, butylboronate.
Sources
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- Crippen Method
- Crippen Method
- NIST Webbook
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