- InChI
- InChI=1S/C16H12N2O2/c1-12-6-2-4-8-15(12)14(11-17)10-13-7-3-5-9-16(13)18(19)20/h2-10H,1H3/b14-10+
- InChI Key
- OXSUKILYXSKWSY-GXDHUFHOSA-N
- Formula
- C16H12N2O2
- SMILES
-
Cc1ccccc1C(C#N)=Cc1ccccc1[N+](
=O)[O-] - Molecular Weight1
- 264.28
- CAS
- 31881-12-6
- ΔcH°solid : Standard solid enthalpy of combustion (kJ/mol).
- 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).
- ΔfH°solid : Solid phase 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 |
|---|---|---|---|
| ΔcH°solid | -8180.00 | kJ/mol | NIST |
| ΔfG° | 529.80 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | 338.10 | kJ/mol | Joback Calculated Property |
| ΔfH°solid | 165.00 | kJ/mol | NIST |
| ΔfusH° | 36.26 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 84.19 | kJ/mol | Joback Calculated Property |
| log10WS | -5.49 | Crippen Calculated Property | |
| logPoct/wat | 3.967 | Crippen Calculated Property | |
| McVol | 203.280 | ml/mol | McGowan Calculated Property |
| Pc | 2315.84 | kPa | Joback Calculated Property |
| Tboil | 886.76 | K | Joback Calculated Property |
| Tc | 1159.23 | K | Joback Calculated Property |
| Tfus | 537.52 | K | Joback Calculated Property |
| Vc | 0.804 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [566.68; 623.95] | J/mol×K | [886.76; 1159.23] | 
|
| Cp,gas | 566.68 | J/mol×K | 886.76 | Joback Calculated Property |
| Cp,gas | 578.13 | J/mol×K | 932.17 | Joback Calculated Property |
| Cp,gas | 588.63 | J/mol×K | 977.58 | Joback Calculated Property |
| Cp,gas | 598.33 | J/mol×K | 1022.99 | Joback Calculated Property |
| Cp,gas | 607.36 | J/mol×K | 1068.40 | Joback Calculated Property |
| Cp,gas | 615.85 | J/mol×K | 1113.81 | Joback Calculated Property |
| Cp,gas | 623.95 | J/mol×K | 1159.23 | Joback Calculated Property |
Similar Compounds
![Spiro[2H-1-benzopyran-2,2'-[2H]indole], 1',3'-dihydro-1',3',3'-trimethyl-6-nitro-.](data:image/png;base64,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)
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