- InChI
- InChI=1S/C8H12N2O2S/c1-3-8(4-2)5(11)9-7(13)10-6(8)12/h3-4H2,1-2H3,(H2,9,10,11,12,13)
- InChI Key
- QGVNJRROSLYGKF-UHFFFAOYSA-N
- Formula
- C8H12N2O2S
- SMILES
- CCC1(CC)C(=O)NC(=S)NC1=O
- Molecular Weight1
- 200.26
- ω : Acentric Factor.
- 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).
- 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 | 0.5173 | Relay (1.0) Calculated Property | |
| ΔfG° | 56.53 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -365.99 | kJ/mol | Relay (1.0) Calculated Property |
| ΔfusH° | 26.25 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 99.55 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.43 | eV | Relay (1.0) Calculated Property |
| log10WS | -2.32 | Aq. Solubility Prediction | |
| logPoct/wat | 0.324 | Crippen Calculated Property | |
| McVol | 147.870 | ml/mol | McGowan Calculated Property |
| Pc | 4151.61 | kPa | Joback Calculated Property |
| Tboil | 569.03 | K | Relay (1.0) Calculated Property |
| Tc | 828.58 | K | Relay (1.0) Calculated Property |
| Tfus | 498.29 | K | Relay (1.0) Calculated Property |
| Vc | 0.476 | m3/kmol | Relay (1.0) Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [388.29; 470.28] | J/mol×K | [707.61; 976.26] | 
|
| Cp,gas | 388.29 | J/mol×K | 707.61 | Joback Calculated Property |
| Cp,gas | 403.21 | J/mol×K | 752.39 | Joback Calculated Property |
| Cp,gas | 417.51 | J/mol×K | 797.16 | Joback Calculated Property |
| Cp,gas | 431.28 | J/mol×K | 841.94 | Joback Calculated Property |
| Cp,gas | 444.61 | J/mol×K | 886.71 | Joback Calculated Property |
| Cp,gas | 457.58 | J/mol×K | 931.49 | Joback Calculated Property |
| Cp,gas | 470.28 | J/mol×K | 976.26 | Joback Calculated Property |
Similar Compounds
![7,9-diazaspiro[4.5]decane-6,8,10-trione.](data:image/png;base64,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)
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