- InChI
- InChI=1S/C10H6O4/c11-9(12)7-5-6-3-1-2-4-8(6)14-10(7)13/h1-5H,(H,11,12)
- InChI Key
- ACMLKANOGIVEPB-UHFFFAOYSA-N
- Formula
- C10H6O4
- SMILES
- O=C(O)c1cc2ccccc2oc1=O
- Molecular Weight1
- 190.15
- CAS
- 531-81-7
- Other Names
-
- 2-Oxobenzopyran-3-carboxylic acid
- 2-oxo-2H-1-benzopyran-3-carboxylic acid
- 2-oxo-2H-chromene-3-carboxylic acid
- 2H-1-Benzopyran-3-carboxylic acid, 2-oxo-
- 2H-1-benzopyran-2-one-3-carboxylic acid
- 3-carboxycoumarin
- Benzopyran-3-carboxylic acid, 2H-1-, 2-oxo
- G 1
- Malonic acid, salicylidene-, «delta»-lactone
- 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 | 0.7549 | Relay (1.0) Calculated Property | |
| ΔfG° | -345.97 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -508.52 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 98.51 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 9.28 | eV | Relay (1.0) Calculated Property |
| log10WS | -2.66 | Relay (1.0) Calculated Property | |
| logPoct/wat | 1.491 | Crippen Calculated Property | |
| McVol | 127.720 | ml/mol | McGowan Calculated Property |
| Pc | 4139.89 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 623.00 | K | Relay (1.0) Calculated Property |
| Tc | 901.61 | K | Relay (1.0) Calculated Property |
| Tfus | 465.57 | K | Relay (1.0) Calculated Property |
| Vc | 0.476 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![2H-Furo[2,3-h]-1-benzopyran-2-one, 8-(1-methylethenyl)-.](data:image/png;base64,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)
Find more compounds similar to Coumarin-3-carboxylic acid.
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
- Equilibrium partitioning of drug molecules between aqueous and amino acid ester-based ionic liquids
- McGowan Method
- NIST Webbook
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