![Benzo[g]pteridine-2,4(3H,10H)-dione,3,6,10-trimethyl-](/cid/117-279-3/Benzo-g-pteridine-2-4-3H-10H-dione-3-6-10-trimethyl.png "Benzo[g]pteridine-2,4(3H,10H)-dione,3,6,10-trimethyl-")
- InChI
- InChI=1S/C13H12N4O2/c1-7-5-4-6-8-9(7)14-10-11(16(8)2)15-13(19)17(3)12(10)18/h4-6H,1-3H3
- InChI Key
- NDERALLBJQVMHZ-UHFFFAOYSA-N
- Formula
- C13H12N4O2
- SMILES
-
Cc1cccc2c1nc1c(=O)n(C)c(=O)nc-
1n2C - Molecular Weight1
- 256.26
- CAS
- 70481-66-2
- 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 | 0.7258 | Relay (1.0) Calculated Property | |
| ΔfG° | 206.68 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -113.96 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 113.46 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.16 | eV | NIST |
| log10WS | -2.28 | Relay (1.0) Calculated Property | |
| logPoct/wat | 0.440 | Crippen Calculated Property | |
| McVol | 183.010 | ml/mol | McGowan Calculated Property |
| Pc | 3184.75 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 672.75 | K | Relay (1.0) Calculated Property |
| Tc | 1013.45 | K | Relay (1.0) Calculated Property |
| Tfus | 549.55 | K | Relay (1.0) Calculated Property |
| Vc | 0.713 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Benzo[g]pteridine-2,4(3H,10H)-dione, 3,7,8,10-tetramethyl-.](data:image/png;base64,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)
Find more compounds similar to Benzo[g]pteridine-2,4(3H,10H)-dione,3,6,10-trimethyl-.
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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