- InChI
- InChI=1S/C11H10BrNO2/c1-7(12)6-13-10(14)8-4-2-3-5-9(8)11(13)15/h2-5,7H,6H2,1H3
- InChI Key
- OEDMJTQRHMQBHD-UHFFFAOYSA-N
- Formula
- C11H10BrNO2
- SMILES
- CC(Br)CN1C(=O)c2ccccc2C1=O
- Molecular Weight1
- 268.11
- CAS
- 21134-25-8
- Other Names
-
- N-(2-Bromopropyl)phthalimide
- 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.
- McVol : McGowan's characteristic volume (ml/mol).
- Pc : Critical Pressure (kPa).
- 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 | 0.6391 | Relay (1.0) Calculated Property | |
| ΔfG° | -89.48 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -245.33 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 74.97 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 9.55 | eV | Relay (1.0) Calculated Property |
| log10WS | -3.24 | Relay (1.0) Calculated Property | |
| logPoct/wat | 2.066 | Crippen Calculated Property | |
| McVol | 161.850 | ml/mol | McGowan Calculated Property |
| Pc | 3112.12 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 618.80 | K | Relay (1.0) Calculated Property |
| Tc | 876.19 | K | Relay (1.0) Calculated Property |
| Tfus | 400.41 | K | Relay (1.0) Calculated Property |
| Vc | 0.579 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Phthalimide, n-[3-(tetrahydro-2-oxo-2h-1,3-oxazin-3-yl)propyl]-.](data:image/png;base64,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Find more compounds similar to Phthalimide, N-(2-bromopropyl)-.
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- Crippen Method
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- NIST Webbook
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