- InChI
- InChI=1S/C22H18O/c1-23-22(20-13-7-3-8-14-20,21-15-9-4-10-16-21)18-17-19-11-5-2-6-12-19/h2-16H,1H3
- InChI Key
- RIAXKBQNFHZEPR-UHFFFAOYSA-N
- Formula
- C22H18O
- SMILES
-
COC(C#Cc1ccccc1)(c1ccccc1)c1cc
ccc1 - Molecular Weight1
- 298.38
- CAS
- 850-65-7
- 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 | -11450.00 | kJ/mol | NIST |
| ΔfG° | 572.23 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | 343.51 | kJ/mol | Joback Calculated Property |
| ΔfH°solid | 205.00 | kJ/mol | NIST |
| ΔfusH° | 31.75 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 74.66 | kJ/mol | Joback Calculated Property |
| log10WS | -5.60 | Crippen Calculated Property | |
| logPoct/wat | 4.628 | Crippen Calculated Property | |
| McVol | 246.830 | ml/mol | McGowan Calculated Property |
| Pc | 2113.89 | kPa | Joback Calculated Property |
| Tboil | 810.99 | K | Joback Calculated Property |
| Tc | 1094.19 | K | Joback Calculated Property |
| Tfus | 547.71 | K | Joback Calculated Property |
| Vc | 0.912 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [695.09; 780.84] | J/mol×K | [810.99; 1094.19] | 
|
| Cp,gas | 695.09 | J/mol×K | 810.99 | Joback Calculated Property |
| Cp,gas | 713.20 | J/mol×K | 858.19 | Joback Calculated Property |
| Cp,gas | 729.50 | J/mol×K | 905.39 | Joback Calculated Property |
| Cp,gas | 744.22 | J/mol×K | 952.59 | Joback Calculated Property |
| Cp,gas | 757.54 | J/mol×K | 999.79 | Joback Calculated Property |
| Cp,gas | 769.68 | J/mol×K | 1046.99 | Joback Calculated Property |
| Cp,gas | 780.84 | J/mol×K | 1094.19 | Joback Calculated Property |
Similar Compounds
![Ethylamine, 2-[1-(p-chlorophenyl)-1-phenylethoxy]-N,N-dimethyl-.](data:image/png;base64,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)
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