- InChI
- InChI=1S/C10H11NO2/c1-12-9-5-7-3-4-11-8(7)6-10(9)13-2/h3-6,11H,1-2H3
- InChI Key
- QODBZRNBPUPLEZ-UHFFFAOYSA-N
- Formula
- C10H11NO2
- SMILES
- COc1cc2cc[nH]c2cc1OC
- Molecular Weight1
- 177.20
- CAS
- 14430-23-0
- Other Names
-
- 1H-Indole, 5,6-dimethoxy-
- 5,6-dimethoxy-1H-indole
- 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 | 0.5652 | Relay (... Calculated Property | |
| ΔfG° | 33.27 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -129.94 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 89.78 | kJ/mol | Relay (... Calculated Property |
| IE | 7.24 | eV | Relay (... Calculated Property |
| log10WS | -2.99 | Relay (... Calculated Property | |
| logPoct/wat | 1.703 | Crippen Calculated Property | |
| McVol | 134.560 | ml/mol | McGowan Calculated Property |
| Pc | 3614.34 | kPa | Relay (... Calculated Property ⚠️ |
| Tboil | 603.97 | K | Relay (... Calculated Property |
| Tc | 842.19 | K | Relay (... Calculated Property |
| Tfus | 408.00 | K | Relay (... Calculated Property |
| Vc | 0.512 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![[1,3]Dioxolo[4,5-j]phenanthridine.](data:image/png;base64,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)
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