- InChI
- InChI=1S/C13H19NO4Si/c1-13(2,3)19(4,5)18-12(15)10-8-6-7-9-11(10)14(16)17/h6-9H,1-5H3
- InChI Key
- QLDGGWKNYVKXIT-UHFFFAOYSA-N
- Formula
- C13H19NO4Si
- SMILES
-
CC(C)(C)[Si](C)(C)OC(=O)c1cccc
c1[N+](=O)[O-] - Molecular Weight1
- 281.38
- Other Names
-
- 2-Nitrobenzoic acid, tert-butyldimethylsilyl ester
- 2-Nitrobenzoic acid tBDMS
- 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 | 0.6649 | Relay (... Calculated Property | |
| ΔfG° | -0.84 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -482.06 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 76.95 | kJ/mol | Relay (... Calculated Property |
| IE | 9.52 | eV | Relay (... Calculated Property |
| log10WS | -4.07 | Relay (... Calculated Property | |
| logPoct/wat | 3.757 | Crippen Calculated Property | |
| Pc | 1929.40 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | 1812.00 | NIST | |
| Tboil | 564.21 | K | Relay (... Calculated Property |
| Tc | 834.92 | K | Relay (... Calculated Property |
| Tfus | 349.89 | K | Relay (... Calculated Property |
| Vc | 0.776 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Trimethylsilyl 5-[2-chloro-4-(trifluoromethyl)phenoxy]-2-nitro-benzoate.](data:image/png;base64,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)
Find more compounds similar to tert-Butyldimethylsilyl 2-nitrobenzoate.
Sources
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- Crippen Method
- Crippen Method
- NIST Webbook
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