- InChI
- InChI=1S/C28H47Cl/c1-18(2)19(3)7-8-20(4)24-11-12-25-23-10-9-21-17-22(29)13-15-27(21,5)26(23)14-16-28(24,25)6/h9,18-20,22-26H,7-8,10-17H2,1-6H3/t19?,20-,22?,23?,24-,25?,26?,27+,28-/m0/s1
- InChI Key
- BROSQZDTRZJAHJ-QTGZJRLASA-N
- Formula
- C28H47Cl
- SMILES
-
CC(C)C(C)CCC(C)C1CCC2C3CC=C4CC
(Cl)CCC4(C)C3CCC12C - Molecular Weight1
- 419.13
- ω : Acentric Factor.
- 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).
- 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).
- Inp : Non-polar retention indices.
- 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 | 0.5438 | Relay (1.0) Calculated Property | |
| ΔfG° | 334.35 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -384.40 | kJ/mol | Relay (1.0) Calculated Property |
| ΔfusH° | 35.39 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 123.41 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.67 | eV | Relay (1.0) Calculated Property |
| log10WS | -8.59 | Relay (1.0) Calculated Property | |
| logPoct/wat | 8.881 | Crippen Calculated Property | |
| McVol | 369.880 | ml/mol | McGowan Calculated Property |
| Pc | 939.79 | kPa | Joback Calculated Property |
| Inp | 3170.00 | NIST | |
| Tboil | 686.59 | K | Relay (1.0) Calculated Property |
| Tc | 960.91 | K | Relay (1.0) Calculated Property |
| Tfus | 401.65 | K | Relay (1.0) Calculated Property |
| Vc | 1.316 | m3/kmol | Relay (1.0) Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [1331.26; 1530.00] | J/mol×K | [915.07; 1143.42] | 
|
| Cp,gas | 1331.26 | J/mol×K | 915.07 | Joback Calculated Property |
| Cp,gas | 1362.80 | J/mol×K | 953.13 | Joback Calculated Property |
| Cp,gas | 1394.50 | J/mol×K | 991.19 | Joback Calculated Property |
| Cp,gas | 1426.72 | J/mol×K | 1029.24 | Joback Calculated Property |
| Cp,gas | 1459.81 | J/mol×K | 1067.30 | Joback Calculated Property |
| Cp,gas | 1494.12 | J/mol×K | 1105.36 | Joback Calculated Property |
| Cp,gas | 1530.00 | J/mol×K | 1143.42 | Joback Calculated Property |
Similar Compounds
![(1R,5R)-1-Isopropyl-8-methyl-4-methylenespiro[4.5]dec-7-ene.](data:image/png;base64,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)
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