- InChI
- InChI=1S/C12H28N2OSi/c1-11(15)13-9-7-8-10-14-16(5,6)12(2,3)4/h14H,7-10H2,1-6H3,(H,13,15)
- InChI Key
- LUPKDBNOJJNYEH-UHFFFAOYSA-N
- Formula
- C12H28N2OSi
- SMILES
- CC(=O)NCCCCN[Si](C)(C)C(C)(C)C
- Molecular Weight1
- 244.45
- Other Names
-
- N-(4-[(tert-Butyldimethylsilyl)amino]butyl)acetamide
- N-{4-[(tert-Butyldimethylsilyl)amino]butyl}acetamide
- 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 | 0.6197 | Relay (... Calculated Property | |
| ΔfG° | 47.27 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -485.98 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 69.64 | kJ/mol | Relay (... Calculated Property |
| IE | 7.90 | eV | Relay (... Calculated Property |
| log10WS | -1.08 | Relay (... Calculated Property | |
| logPoct/wat | 2.497 | Crippen Calculated Property | |
| Pc | 1884.13 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | [1769.00; 1769.00] |
|
|
| Inp | 1769.00 | NIST | |
| Inp | 1769.00 | NIST | |
| Tboil | 546.93 | K | Relay (... Calculated Property |
| Tc | 763.24 | K | Relay (... Calculated Property |
| Tfus | 342.89 | K | Relay (... Calculated Property |
| Vc | 0.798 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![N-{4-[Bis(tert-butyldimethylsilyl)amino]butyl}acetamide.](data:image/png;base64,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)
Find more compounds similar to N-(4-Aminobutyl)acetamide, 4-N-(tert-butyldimethylsilyl)-.
Sources
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- Crippen Method
- Crippen Method
- NIST Webbook
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