- InChI
- InChI=1S/C10H16N2O3/c1-5(2)10(6(3)4)7(13)11-9(15)12-8(10)14/h5-6H,1-4H3,(H2,11,12,13,14,15)
- InChI Key
- NSQYIEOSFPLTJA-UHFFFAOYSA-N
- Formula
- C10H16N2O3
- SMILES
- CC(C)C1(C(C)C)C(=O)NC(=O)NC1=O
- Molecular Weight1
- 212.25
- Other Names
-
- 5,5-diisopropylbarbital
- 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° | -144.95 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -528.21 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 17.86 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 62.61 | kJ/mol | Joback Calculated Property |
| log10WS | [-2.77; -2.77] |
|
|
| log10WS | -2.77 | Aq. Sol... | |
| log10WS | -2.77 | Estimat... | |
| log10WS | -2.77 | Rytting... | |
| logPoct/wat | 0.651 | Crippen Calculated Property | |
| McVol | 165.570 | ml/mol | McGowan Calculated Property |
| Pc | 3239.34 | kPa | Joback Calculated Property |
| Tboil | 747.67 | K | Joback Calculated Property |
| Tc | 1010.94 | K | Joback Calculated Property |
| Tfus | 618.46 | K | Joback Calculated Property |
| Vc | 0.610 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [495.56; 591.83] | J/mol×K | [747.67; 1010.94] |
|
| Cp,gas | 495.56 | J/mol×K | 747.67 | Joback Calculated Property |
| Cp,gas | 514.13 | J/mol×K | 791.55 | Joback Calculated Property |
| Cp,gas | 531.68 | J/mol×K | 835.43 | Joback Calculated Property |
| Cp,gas | 548.23 | J/mol×K | 879.31 | Joback Calculated Property |
| Cp,gas | 563.76 | J/mol×K | 923.18 | Joback Calculated Property |
| Cp,gas | 578.30 | J/mol×K | 967.06 | Joback Calculated Property |
| Cp,gas | 591.83 | J/mol×K | 1010.94 | Joback Calculated Property |
Similar Compounds
![6,8-Diazaspiro[3.5]nonane-5,7,9-trione.](data:image/png;base64,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)
Find more compounds similar to 5,5-Diisopropylbarbituric acid.
Sources
- Crippen Method
- Joback Method
- Aqueous Solubility Prediction Method
- Estimated Solubility Method
- Aqueous and cosolvent solubility data for drug-like organic compounds
- McGowan Method
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