- InChI
- InChI=1S/C12H19BrOSi/c1-12(2,3)15(4,5)14-11-8-6-10(13)7-9-11/h6-9H,1-5H3
- InChI Key
- DLGZGLKSNRKLSM-UHFFFAOYSA-N
- Formula
- C12H19BrOSi
- SMILES
-
CC(C)(C)[Si](C)(C)Oc1ccc(Br)cc
1 - Molecular Weight1
- 287.27
- Other Names
-
- 4-bromophenol, TBDMS
- 4-Bromophenol, tbdms derivative
- 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 | 0.4507 | Relay (... Calculated Property | |
| ΔfG° | 23.51 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -281.20 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 61.44 | kJ/mol | Relay (... Calculated Property |
| IE | 8.24 | eV | Relay (... Calculated Property |
| log10WS | -4.38 | Relay (... Calculated Property | |
| logPoct/wat | 4.833 | Crippen Calculated Property | |
| Pc | 2195.16 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | 1578.60 | NIST | |
| Tboil | 555.08 | K | Relay (... Calculated Property |
| Tc | 759.63 | K | Relay (... Calculated Property |
| Tfus | 349.88 | K | Relay (... Calculated Property |
| Vc | 0.711 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Benzene, 1-[(tert-butyldimethylsilyl)oxy]-4-methyl-.](data:image/png;base64,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)
Find more compounds similar to 4-Bromophenol, tert-butyldimethylsilyl ether.
Sources
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- Crippen Method
- NIST Webbook
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