- InChI
- InChI=1S/C5H11Cl3Si/c1-2-3-4-5-9(6,7)8/h2-5H2,1H3
- InChI Key
- KWDQAHIRKOXFAV-UHFFFAOYSA-N
- Formula
- C5H11Cl3Si
- SMILES
- CCCCC[Si](Cl)(Cl)Cl
- Molecular Weight1
- 205.59
- CAS
- 107-72-2
- Other Names
-
- Amyltrichlorosilane
- Pentylsilicon trichloride
- Trichloroamylsilane
- Trichloropentylsilane
- Pentyltrichlorosilane
- n-Pentyltrichlorosilane
- n-Amyltrichlorosilane
- Silane, pentyltrichloro-
- UN 1728
- CA0900
- 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 | 0.3288 | Relay (1.0) Calculated Property | |
| ΔfG° | 1.68 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -312.68 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 43.64 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 10.57 | eV | Relay (1.0) Calculated Property |
| log10WS | -4.19 | Relay (1.0) Calculated Property | |
| logPoct/wat | 3.832 | Crippen Calculated Property | |
| Pc | 2282.38 | kPa | Relay (1.0-beta) Calculated Property |
| Inp | 999.00 | NIST | |
| Tboil | 440.39 | K | Relay (1.0) Calculated Property |
| Tc | 615.99 | K | Relay (1.0) Calculated Property |
| Tfus | 178.01 | K | Relay (1.0) Calculated Property |
| Vc | 0.512 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Silane, trichloro(2-tricyclo[3.3.1.1(3,7)]dec-1-ylethyl)-.](data:image/png;base64,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)
Find more compounds similar to Silane, trichloropentyl-.
Sources
- Cheméo Relay (1.0)
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- Crippen Method
- Crippen Method
- NIST Webbook
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