- InChI
- InChI=1S/C11H10O2/c1-13-11-5-3-8-6-10(12)4-2-9(8)7-11/h2-5,7H,6H2,1H3
- InChI Key
- YZHYNPBFYMUMNU-UHFFFAOYSA-N
- Formula
- C11H10O2
- SMILES
- COc1ccc2c(c1)C=CC(=O)C2
- Molecular Weight1
- 174.20
- ω : Acentric Factor.
- Cp,gas : Ideal gas heat capacity (J/mol×K).
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- ΔfH°gas : Enthalpy of formation at standard conditions (kJ/mol).
- ΔfusH° : Enthalpy of fusion 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).
- 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 | 0.5078 | Relay (1.0) Calculated Property | |
| ΔfG° | -6.38 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -131.45 | kJ/mol | Relay (1.0) Calculated Property |
| ΔfusH° | 14.39 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 76.63 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.01 | eV | Relay (1.0) Calculated Property |
| log10WS | -2.46 | Relay (1.0) Calculated Property | |
| logPoct/wat | 1.834 | Crippen Calculated Property | |
| McVol | 134.370 | ml/mol | McGowan Calculated Property |
| Pc | 3337.38 | kPa | Joback Calculated Property |
| Inp | 1711.00 | NIST | |
| Tboil | 589.20 | K | Relay (1.0) Calculated Property |
| Tc | 812.88 | K | Relay (1.0) Calculated Property |
| Tfus | 340.16 | K | Relay (1.0) Calculated Property |
| Vc | 0.480 | m3/kmol | Relay (1.0) Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [318.49; 391.80] | J/mol×K | [592.80; 836.85] | 
|
| Cp,gas | 318.49 | J/mol×K | 592.80 | Joback Calculated Property |
| Cp,gas | 332.96 | J/mol×K | 633.48 | Joback Calculated Property |
| Cp,gas | 346.52 | J/mol×K | 674.15 | Joback Calculated Property |
| Cp,gas | 359.17 | J/mol×K | 714.83 | Joback Calculated Property |
| Cp,gas | 370.92 | J/mol×K | 755.50 | Joback Calculated Property |
| Cp,gas | 381.79 | J/mol×K | 796.18 | Joback Calculated Property |
| Cp,gas | 391.80 | J/mol×K | 836.85 | Joback Calculated Property |
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![2-[5-methoxy-2-methyl-1-(3-phenylprop-2-enoyl)indol-3-yl]acetic acid.](data:image/png;base64,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)
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