- InChI
- InChI=1S/C6H16O2Si/c1-9(2,3)8-6-4-5-7/h7H,4-6H2,1-3H3
- InChI Key
- GVDWMUZJTUETPO-UHFFFAOYSA-N
- Formula
- C6H16O2Si
- SMILES
- C[Si](C)(C)OCCCO
- Molecular Weight1
- 148.28
- Other Names
-
- 3-[(Trimethylsilyl)oxy]propan-1-ol
- 1,3-Propanediol, tms 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 | 0.6339 | Relay (... Calculated Property | |
| ΔfG° | -228.21 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -592.26 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 58.36 | kJ/mol | Relay (... Calculated Property |
| IE | 9.80 | eV | Relay (... Calculated Property |
| log10WS | 0.34 | Relay (... Calculated Property | |
| logPoct/wat | 1.220 | Crippen Calculated Property | |
| Pc | 2557.96 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | [945.40; 945.40] |
|
|
| Inp | 945.40 | NIST | |
| Inp | 945.40 | NIST | |
| Tboil | 455.60 | K | Relay (... Calculated Property |
| Tc | 609.37 | K | Relay (... Calculated Property |
| Tfus | 229.33 | K | Relay (... Calculated Property |
| Vc | 0.485 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Propanoic acid, 3-[(trimethylsilyl)oxy]-, trimethylsilyl ester.](data:image/png;base64,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)
Find more compounds similar to 1,3-Propanediol, trimethylsilyl ether.
Sources
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