- InChI
- InChI=1S/C8H15N5O/c1-8(2,3)13-6-10-5(9)11-7(12-6)14-4/h1-4H3,(H3,9,10,11,12,13)
- InChI Key
- HSYISQLUXXBNFW-UHFFFAOYSA-N
- Formula
- C8H15N5O
- SMILES
- COc1nc(N)nc(NC(C)(C)C)n1
- Molecular Weight1
- 197.24
- CAS
- 30125-64-5
- Other Names
-
- 2-Amino-4-tert-butylamino-6-methoxy-1,3,5-triazine
- 6-Methoxy-N-(2-methyl-2-propanyl)-1,3,5-triazine-2,4-diamine
- Deethylterbumeton
- 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).
- 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 | 0.6302 | Relay (1.0) Calculated Property | |
| ΔfG° | 319.72 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -150.19 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 95.98 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.47 | eV | Relay (1.0) Calculated Property |
| log10WS | -3.18 | Relay (1.0) Calculated Property | |
| logPoct/wat | 0.673 | Crippen Calculated Property | |
| McVol | 155.590 | ml/mol | McGowan Calculated Property |
| Pc | 2732.98 | kPa | Relay (1.0-beta) Calculated Property |
| Inp | 1726.00 | NIST | |
| Tboil | 522.46 | K | Relay (1.0) Calculated Property |
| Tc | 816.95 | K | Relay (1.0) Calculated Property |
| Tfus | 427.57 | K | Relay (1.0) Calculated Property |
| Vc | 0.573 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![6-Chloro-N,N'-(1,1-dimethylpropyl)-[1,3,5]triazine-2,4-diamine.](data:image/png;base64,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)
Find more compounds similar to N-tert-Butyl-6-methoxy-1,3,5-triazine-2,4-diamine.
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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