- InChI
- InChI=1S/C13H11N3O2S/c14-9-10-1-5-12(6-2-10)16-19(17,18)13-7-3-11(15)4-8-13/h1-8,16H,15H2
- InChI Key
- PLPNDNWDSGFETI-UHFFFAOYSA-N
- Formula
- C13H11N3O2S
- SMILES
-
N#Cc1ccc(NS(=O)(=O)c2ccc(N)cc2
)cc1 - Molecular Weight1
- 273.32
- 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).
- Psub : Sublimation 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° | 84.62 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -62.74 | kJ/mol | Joback Calculated Property |
| ΔfusH° | [30.90; 30.90] | kJ/mol |
|
| ΔfusH° | 30.90 | kJ/mol | Thermod... |
| ΔfusH° | 30.90 ± 0.50 | kJ/mol | Impact ... |
| ΔvapH° | 96.60 | kJ/mol | Joback Calculated Property |
| log10WS | -2.96 | Crippen Calculated Property | |
| logPoct/wat | 1.941 | Crippen Calculated Property | |
| McVol | 195.940 | ml/mol | McGowan Calculated Property |
| Pc | 3745.38 | kPa | Joback Calculated Property |
| Tboil | 832.72 | K | Joback Calculated Property |
| Tc | 1081.12 | K | Joback Calculated Property |
| Tfus | [451.50; 451.60] | K |
|
| Tfus | 451.50 | K | Thermod... |
| Tfus | 451.60 ± 0.20 | K | Impact ... |
| Vc | 0.763 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [531.98; 575.13] | J/mol×K | [832.72; 1081.12] |
|
| Cp,gas | 531.98 | J/mol×K | 832.72 | Joback Calculated Property |
| Cp,gas | 542.06 | J/mol×K | 874.12 | Joback Calculated Property |
| Cp,gas | 550.93 | J/mol×K | 915.52 | Joback Calculated Property |
| Cp,gas | 558.64 | J/mol×K | 956.92 | Joback Calculated Property |
| Cp,gas | 565.21 | J/mol×K | 998.32 | Joback Calculated Property |
| Cp,gas | 570.69 | J/mol×K | 1039.72 | Joback Calculated Property |
| Cp,gas | 575.13 | J/mol×K | 1081.12 | Joback Calculated Property |
| Psub | [6.74e-06; 4.37e-05] | kPa | [420.15; 437.55] |
|
| Psub | 6.74e-06 | kPa | 420.15 | Thermod... |
| Psub | 7.23e-06 | kPa | 420.95 | Thermod... |
| Psub | 7.91e-06 | kPa | 421.35 | Thermod... |
| Psub | 1.13e-05 | kPa | 424.75 | Thermod... |
| Psub | 1.36e-05 | kPa | 426.55 | Thermod... |
| Psub | 1.66e-05 | kPa | 428.35 | Thermod... |
| Psub | 1.94e-05 | kPa | 429.65 | Thermod... |
| Psub | 2.11e-05 | kPa | 431.35 | Thermod... |
| Psub | 2.28e-05 | kPa | 431.75 | Thermod... |
| Psub | 2.33e-05 | kPa | 432.35 | Thermod... |
| Psub | 2.63e-05 | kPa | 433.05 | Thermod... |
| Psub | 3.17e-05 | kPa | 434.75 | Thermod... |
| Psub | 3.58e-05 | kPa | 435.75 | Thermod... |
| Psub | 4.24e-05 | kPa | 437.15 | Thermod... |
| Psub | 4.37e-05 | kPa | 437.55 | Thermod... |
Similar Compounds
![4-[(4-aminophenyl)sulfonylamino]benzenesulfonamide.](data:image/png;base64,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)
Find more compounds similar to 4-amino-N-(4-cyanophenyl)benzenesulfonamide.
Sources
- Crippen Method
- Crippen Method
- Thermodynamic aspects of solubility, solvation and partitioning processes of some sulfonamides
- Impact of Sulfonamide Structure on Solubility and Transfer Processes in Biologically Relevant Solvents
- Joback Method
- McGowan Method
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