- InChI
- InChI=1S/C6H14Cl2OSi/c1-10(2,3)9-6(4-7)5-8/h6H,4-5H2,1-3H3
- InChI Key
- YFFJGYDIZXEYOE-UHFFFAOYSA-N
- Formula
- C6H14Cl2OSi
- SMILES
- C[Si](C)(C)OC(CCl)CCl
- Molecular Weight1
- 201.17
- CAS
- 7453-13-6
- Other Names
-
- Trimethyl 1,3-dichloroisopropoxysilane
- 1,3-Dichloro-2-propanol, 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).
- 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 | 0.4041 | Relay (... Calculated Property | |
| ΔfG° | -140.28 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -484.71 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 49.56 | kJ/mol | Relay (... Calculated Property |
| IE | 10.14 | eV | Relay (... Calculated Property |
| log10WS | -1.38 | Relay (... Calculated Property | |
| logPoct/wat | 2.684 | Crippen Calculated Property | |
| Pc | 2276.07 | kPa | Relay (... Calculated Property ⚠️ |
| Tboil | 453.40 | K | Relay (... Calculated Property |
| Tc | 622.63 | K | Relay (... Calculated Property |
| Tfus | 236.52 | K | Relay (... Calculated Property |
| Vc | 0.538 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![2-[(Trimethylsilyl)oxy]propan-1-ol.](data:image/png;base64,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)
Find more compounds similar to 1,3-Dichloro-2-propanol, trimethylsilyl ether.
Sources
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- Crippen Method
- Crippen Method
- NIST Webbook
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