- InChI
- InChI=1S/C15H10BrNO2/c1-17-11-7-6-10(16)12-13(11)15(19)9-5-3-2-4-8(9)14(12)18/h2-7,17H,1H3
- InChI Key
- IIPRUQZTMZETSL-UHFFFAOYSA-N
- Formula
- C15H10BrNO2
- SMILES
-
CNc1ccc(Br)c2c1C(=O)c1ccccc1C2
=O - Molecular Weight1
- 316.15
- CAS
- 128-93-8
- Other Names
-
- 1-bromo-4-(methylamino)anthraquinone
- 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).
- 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° | 200.81 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -22.05 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 29.70 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 77.60 | kJ/mol | Joback Calculated Property |
| log10WS | -4.81 | Crippen Calculated Property | |
| logPoct/wat | 3.266 | Crippen Calculated Property | |
| McVol | 194.450 | ml/mol | McGowan Calculated Property |
| Pc | 3206.41 | kPa | Joback Calculated Property |
| Tboil | 874.99 | K | Joback Calculated Property |
| Tc | 1148.06 | K | Joback Calculated Property |
| Tfus | 636.33 | K | Joback Calculated Property |
| Vc | 0.737 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [530.18; 583.95] | J/mol×K | [874.99; 1148.06] | 
|
| Cp,gas | 530.18 | J/mol×K | 874.99 | Joback Calculated Property |
| Cp,gas | 541.85 | J/mol×K | 920.50 | Joback Calculated Property |
| Cp,gas | 552.37 | J/mol×K | 966.01 | Joback Calculated Property |
| Cp,gas | 561.78 | J/mol×K | 1011.53 | Joback Calculated Property |
| Cp,gas | 570.15 | J/mol×K | 1057.04 | Joback Calculated Property |
| Cp,gas | 577.52 | J/mol×K | 1102.55 | Joback Calculated Property |
| Cp,gas | 583.95 | J/mol×K | 1148.06 | Joback Calculated Property |
Similar Compounds
![9,10-Anthracenedione, 1-(methylamino)-4-[(4-methylphenyl)amino]-.](data:image/png;base64,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)
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