![1-Methyl-9-[(1e)-1-propenyl]-1,9-dihydro-6h-purin-6-one](/cid/41-554-1/1-Methyl-9-1e-1-propenyl-1-9-dihydro-6h-purin-6-one.png "1-Methyl-9-[(1e)-1-propenyl]-1,9-dihydro-6h-purin-6-one")
- InChI
- InChI=1S/C9H10N4O/c1-3-4-13-6-10-7-8(13)11-5-12(2)9(7)14/h3-6H,1-2H3/b4-3+
- InChI Key
- GUROFOVTNBUSTG-ONEGZZNKSA-N
- Formula
- C9H10N4O
- SMILES
- CC=Cn1cnc2c(=O)n(C)cnc21
- Molecular Weight1
- 190.20
- CAS
- 4121-44-2
- 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 | 0.5715 | Relay (1.0) Calculated Property | |
| ΔfG° | 289.79 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | 139.03 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 91.76 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.20 | eV | Relay (1.0) Calculated Property |
| log10WS | -1.75 | Relay (1.0) Calculated Property | |
| logPoct/wat | 0.621 | Crippen Calculated Property | |
| McVol | 140.240 | ml/mol | McGowan Calculated Property |
| Pc | 4001.82 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 610.65 | K | Relay (1.0) Calculated Property |
| Tc | 889.79 | K | Relay (1.0) Calculated Property |
| Tfus | 472.87 | K | Relay (1.0) Calculated Property |
| Vc | 0.530 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![1H-Purine-2,6-dione, 3,7-dihydro-1,3-dimethyl-7-[2-[(1-methyl-2-phenylethyl)amino]ethyl]-.](data:image/png;base64,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)
Find more compounds similar to 1-Methyl-9-[(1e)-1-propenyl]-1,9-dihydro-6h-purin-6-one.
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
- McGowan Method
- NIST Webbook
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