- InChI
- InChI=1S/C14H24OSi/c1-11-9-8-10-12(2)13(11)15-16(6,7)14(3,4)5/h8-10H,1-7H3
- InChI Key
- VCYANHUYTDKAFJ-UHFFFAOYSA-N
- Formula
- C14H24OSi
- SMILES
-
Cc1cccc(C)c1O[Si](C)(C)C(C)(C)
C - Molecular Weight1
- 236.43
- CAS
- 62790-89-0
- Other Names
-
- 2,6-Dimethylphenol tBDMS
- 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 | 0.4725 | Relay (... Calculated Property | |
| ΔfG° | 50.04 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -342.14 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 58.77 | kJ/mol | Relay (... Calculated Property |
| IE | 8.26 | eV | Relay (... Calculated Property |
| log10WS | -3.67 | Relay (... Calculated Property | |
| logPoct/wat | 4.687 | Crippen Calculated Property | |
| Pc | 1923.44 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | 1505.00 | NIST | |
| Tboil | 520.12 | K | Relay (... Calculated Property |
| Tc | 739.15 | K | Relay (... Calculated Property |
| Tfus | 299.52 | K | Relay (... Calculated Property |
| Vc | 0.776 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Benzene, 1-[(tert-butyldimethylsilyl)oxy]-3-methyl-.](data:image/png;base64,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)
Find more compounds similar to 2,6-Dimethylphenol, tert-butyldimethylsilyl ether.
Sources
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- Crippen Method
- Crippen Method
- NIST Webbook
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