- InChI
- InChI=1S/C11H7BrO3/c1-6(13)9-5-7-4-8(12)2-3-10(7)15-11(9)14/h2-5H,1H3
- InChI Key
- XFQYOFLFNKCHLG-UHFFFAOYSA-N
- Formula
- C11H7BrO3
- SMILES
- CC(=O)c1cc2cc(Br)ccc2oc1=O
- Molecular Weight1
- 267.07
- CAS
- 2199-93-1
- Other Names
-
- 3-Acetyl-6-bromo-chromen-2-one
- 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 | 0.5826 | Relay (1.0) Calculated Property | |
| ΔfG° | -218.22 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -319.85 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 85.43 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 9.23 | eV | Relay (1.0) Calculated Property |
| log10WS | -4.02 | Relay (1.0) Calculated Property | |
| logPoct/wat | 2.758 | Crippen Calculated Property | |
| McVol | 153.440 | ml/mol | McGowan Calculated Property |
| Pc | 3324.04 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 627.47 | K | Relay (1.0) Calculated Property |
| Tc | 885.73 | K | Relay (1.0) Calculated Property |
| Tfus | 394.61 | K | Relay (1.0) Calculated Property |
| Vc | 0.558 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![2H,5H-Pyrano[3,2-c][1]benzopyran-5-one, 3,4-dihydro-2-methoxy-2-methyl-4-phenyl-.](data:image/png;base64,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)
Find more compounds similar to 3-Acetyl-6-bromocoumarin.
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- 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
- McGowan Method
- NIST Webbook
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