![4-[2-(Trimethylsilyloxy)propyl]morpholine](/cid/29-674-2/4-2-Trimethylsilyloxy-propyl-morpholine.png "4-[2-(Trimethylsilyloxy)propyl]morpholine")
- InChI
- InChI=1S/C10H23NO2Si/c1-10(13-14(2,3)4)9-11-5-7-12-8-6-11/h10H,5-9H2,1-4H3
- InChI Key
- UUCKLCMMGIDXLB-UHFFFAOYSA-N
- Formula
- C10H23NO2Si
- SMILES
- CC(CN1CCOCC1)O[Si](C)(C)C
- Molecular Weight1
- 217.38
- Other Names
-
- Trimethyl-(1-methyl-2-morpholino-ethoxy)silane
- 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 | 0.4781 | Relay (... Calculated Property | |
| ΔfG° | -44.24 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -525.67 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 55.23 | kJ/mol | Relay (... Calculated Property |
| IE | 8.58 | eV | Relay (... Calculated Property |
| log10WS | 0.22 | Relay (... Calculated Property | |
| logPoct/wat | 1.559 | Crippen Calculated Property | |
| Pc | 1696.21 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | [1252.00; 1252.00] |
|
|
| Inp | 1252.00 | NIST | |
| Inp | 1252.00 | NIST | |
| Tboil | 508.92 | K | Relay (... Calculated Property |
| Tc | 655.04 | K | Relay (... Calculated Property |
| Tfus | 241.89 | K | Relay (... Calculated Property |
| Vc | 0.702 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Methanamine, N,N-di[(2-trimethylsilyloxy)propyl]-.](data:image/png;base64,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)
Find more compounds similar to 4-[2-(Trimethylsilyloxy)propyl]morpholine.
Sources
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- Crippen Method
- Crippen Method
- NIST Webbook
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