- InChI
- InChI=1S/C6H8N2O/c1-5-6(4-9)3-7-8(5)2/h3-4H,1-2H3
- InChI Key
- SGNRGSSHBKKIJR-UHFFFAOYSA-N
- Formula
- C6H8N2O
- SMILES
- Cc1c(C=O)cnn1C
- Molecular Weight1
- 124.14
- CAS
- 25711-30-2
- Other Names
-
- Pyrazole-4-carboxaldehyde, 1,5-dimethyl-
- 1,5-Dimethyl-1H-pyrazole-4-carbaldehyde
- 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 | 0.4582 | Relay (... Calculated Property | |
| ΔfG° | 116.13 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -14.16 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 58.59 | kJ/mol | Relay (... Calculated Property |
| IE | 8.90 | eV | Relay (... Calculated Property |
| log10WS | 0.73 | Relay (... Calculated Property | |
| logPoct/wat | 0.541 | Crippen Calculated Property | |
| McVol | 97.470 | ml/mol | McGowan Calculated Property |
| Pc | 4982.20 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | 1047.00 | NIST | |
| Tboil | 520.50 | K | Relay (... Calculated Property |
| Tc | 759.30 | K | Relay (... Calculated Property |
| Tfus | 374.84 | K | Relay (... Calculated Property |
| Vc | 0.370 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![3-[(5-methyl-1,3,4-thiadiazol-2-yl)sulfanylmethyl]-8-oxo-7-[[2-(tetrazol-1-yl)acetyl]amino]-5-thia-1-azabicyclo[4.2.0]oct-2-ene-2-carboxylic acid.](data:image/png;base64,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)
Find more compounds similar to 1H-Pyrazole-4-carboxaldehyde, 1,5-dimethyl-.
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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