- InChI
- InChI=1S/C8H11NO5Si/c1-15(2,3)14-8(10)6-4-5-7(13-6)9(11)12/h4-5H,1-3H3
- InChI Key
- LTONXTDFGYBAOX-UHFFFAOYSA-N
- Formula
- C8H11NO5Si
- SMILES
-
C[Si](C)(C)OC(=O)c1ccc([N+](=O
)[O-])o1 - Molecular Weight1
- 229.26
- Other Names
-
- 5-Nitrofuran-2-carboxylic acid, trimethylsilyl ester
- 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 | 0.6511 | Relay (1.0) Calculated Property | |
| ΔfG° | -157.96 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -558.22 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 71.44 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 9.84 | eV | Relay (1.0) Calculated Property |
| log10WS | -2.95 | Relay (1.0) Calculated Property | |
| logPoct/wat | 2.179 | Crippen Calculated Property | |
| Pc | 2034.20 | kPa | Relay (1.0-beta) Calculated Property |
| Inp | 1477.00 | NIST | |
| Tboil | 533.46 | K | Relay (1.0) Calculated Property |
| Tc | 745.20 | K | Relay (1.0) Calculated Property |
| Tfus | 333.11 | K | Relay (1.0) Calculated Property |
| Vc | 0.619 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![2-Furancarboxylic acid, 5-[[(trimethylsilyl)oxy]methyl]-, trimethylsilyl ester.](data:image/png;base64,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)
Find more compounds similar to Trimethylsilyl 5-nitrofuran-2-carboxylate.
Sources
- Cheméo Relay (1.0)
- Cheméo Relay (1.0, beta) Beta: served but experimental, data-limited and below our cross-validation release bar; the Joback value is recommended where available.
- Crippen Method
- Crippen Method
- NIST Webbook
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