- InChI
- InChI=1S/C11H12O3/c1-13-10-5-7-3-4-9(12)8(7)6-11(10)14-2/h5-6H,3-4H2,1-2H3
- InChI Key
- IHMQOBPGHZFGLC-UHFFFAOYSA-N
- Formula
- C11H12O3
- SMILES
- COc1cc2c(cc1OC)C(=O)CC2
- Molecular Weight1
- 192.21
- CAS
- 2107-69-9
- Other Names
-
- 1H-Inden-1-one, 2,3-dihydro-5,6-dimethoxy-
- 1-Indanone, 5,6-dimethoxy-
- 5,6-Dimethoxy-indan-1-one
- 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).
- 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 |
|---|---|---|---|
| ΔfG° | -138.87 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -377.25 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 16.07 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 53.63 | kJ/mol | Joback Calculated Property |
| log10WS | -2.65 | Crippen Calculated Property | |
| logPoct/wat | 1.833 | Crippen Calculated Property | |
| McVol | 144.540 | ml/mol | McGowan Calculated Property |
| Pc | 3005.73 | kPa | Joback Calculated Property |
| Tboil | 616.77 | K | Joback Calculated Property |
| Tc | 847.70 | K | Joback Calculated Property |
| Tfus | 412.57 | K | Joback Calculated Property |
| Vc | 0.544 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [361.63; 435.63] | J/mol×K | [616.77; 847.70] | 
|
| Cp,gas | 361.63 | J/mol×K | 616.77 | Joback Calculated Property |
| Cp,gas | 375.94 | J/mol×K | 655.26 | Joback Calculated Property |
| Cp,gas | 389.47 | J/mol×K | 693.75 | Joback Calculated Property |
| Cp,gas | 402.21 | J/mol×K | 732.23 | Joback Calculated Property |
| Cp,gas | 414.16 | J/mol×K | 770.72 | Joback Calculated Property |
| Cp,gas | 425.30 | J/mol×K | 809.21 | Joback Calculated Property |
| Cp,gas | 435.63 | J/mol×K | 847.70 | Joback Calculated Property |
Similar Compounds
![(17«beta»)-2,3-Dimethoxy-17-[(trimethylsilyl)oxy]estra-1(10),2,4-triene.](data:image/png;base64,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)
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