![Di[1,1'-biphenyl]-2-yl 4-cyclohexylphenyl phosphate](/cid/35-900-3/Di-1-1-biphenyl-2-yl-4-cyclohexylphenyl-phosphate.png "Di[1,1'-biphenyl]-2-yl 4-cyclohexylphenyl phosphate")
- InChI
- InChI=1S/C36H33O4P/c37-41(38-32-26-24-29(25-27-32)28-14-4-1-5-15-28,39-35-22-12-10-20-33(35)30-16-6-2-7-17-30)40-36-23-13-11-21-34(36)31-18-8-3-9-19-31/h2-3,6-13,16-28H,1,4-5,14-15H2
- InChI Key
- SQZKSNXTNMWAAB-UHFFFAOYSA-N
- Formula
- C36H33O4P
- SMILES
-
O=P(Oc1ccc(C2CCCCC2)cc1)(Oc1cc
ccc1-c1ccccc1)Oc1ccccc1-c1cccc c1 - Molecular Weight1
- 560.62
- CAS
- 116402-01-8
- 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).
- 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 | 1.0076 | Relay (1.0) Calculated Property | |
| ΔfG° | 225.11 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -258.67 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 179.14 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.21 | eV | Relay (1.0) Calculated Property |
| log10WS | -10.12 | Relay (1.0) Calculated Property | |
| logPoct/wat | 10.713 | Crippen Calculated Property | |
| McVol | 432.380 | ml/mol | McGowan Calculated Property |
| Pc | 201.44 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 894.03 | K | Relay (1.0) Calculated Property |
| Tc | 1262.26 | K | Relay (1.0) Calculated Property |
| Tfus | 418.82 | K | Relay (1.0) Calculated Property |
| Vc | 1.555 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Phenanthro[1,2-b]furan-10,11-dione, 6,7,8,9-tetrahydro-6-(hydroxymethyl)-1,6-dimethyl-, (-)-.](data:image/png;base64,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)
Find more compounds similar to Di[1,1'-biphenyl]-2-yl 4-cyclohexylphenyl phosphate.
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- Crippen Method
- McGowan Method
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