- InChI
- InChI=1S/C10H21BrOSi/c1-9(10-6-4-5-7-10)12-13(2,3)8-11/h9-10H,4-8H2,1-3H3
- InChI Key
- BUSDBBJXLITBAN-UHFFFAOYSA-N
- Formula
- C10H21BrOSi
- SMILES
- CC(O[Si](C)(C)CBr)C1CCCC1
- Molecular Weight1
- 265.26
- 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 | 0.4647 | Relay (... Calculated Property | |
| ΔfG° | -32.40 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -442.53 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 57.33 | kJ/mol | Relay (... Calculated Property |
| IE | 9.52 | eV | Relay (... Calculated Property |
| log10WS | -3.14 | Relay (... Calculated Property | |
| logPoct/wat | 3.721 | Crippen Calculated Property | |
| Pc | 2094.94 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | 1402.00 | NIST | |
| Tboil | 522.40 | K | Relay (... Calculated Property |
| Tc | 710.28 | K | Relay (... Calculated Property |
| Tfus | 197.72 | K | Relay (... Calculated Property |
| Vc | 0.674 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Silane, trimethyl[(2-methylcyclohexyl)oxy]-, trans-.](data:image/png;base64,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)
Find more compounds similar to 1-Cyclopentylethanol, bromomethyldimethylsilyl ether.
Sources
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- Crippen Method
- NIST Webbook
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