- InChI
- InChI=1S/C4H4N4O4/c1-6-4(8(11)12)2-3(5-6)7(9)10/h2H,1H3
- InChI Key
- UWSPNIADTGDCIW-UHFFFAOYSA-N
- Formula
- C4H4N4O4
- SMILES
-
Cn1nc([N+](=O)[O-])cc1[N+](=O)
[O-] - Molecular Weight1
- 172.10
- CAS
- 32683-48-0
- ω : Acentric Factor.
- PAff : Proton affinity (kJ/mol).
- BasG : Gas basicity (kJ/mol).
- 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 | 0.6499 | Relay (... Calculated Property | |
| PAff | 788.80 | kJ/mol | NIST |
| BasG | 757.00 | kJ/mol | NIST |
| ΔfG° | 311.93 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | 187.45 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 72.49 | kJ/mol | Relay (... Calculated Property |
| IE | 9.60 | eV | Relay (... Calculated Property |
| log10WS | -2.43 | Relay (... Calculated Property | |
| logPoct/wat | 0.236 | Crippen Calculated Property | |
| McVol | 102.560 | ml/mol | McGowan Calculated Property |
| Pc | 4468.77 | kPa | Relay (... Calculated Property ⚠️ |
| Tboil | 525.48 | K | Relay (... Calculated Property |
| Tc | 812.04 | K | Relay (... Calculated Property |
| Tfus | 395.05 | K | Relay (... Calculated Property |
| Vc | 0.388 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![L-Alanine, N-[N-[N-[N-(1-oxodecyl)glycyl]-L-tryptophyl]-L-alanyl]-, methyl ester.](data:image/png;base64,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)
Find more compounds similar to 1-methyl-3,5-dinitropyrazole.
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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