- InChI
- InChI=1S/C11H22N2O/c1-13(2)11(14)12-10-8-6-4-3-5-7-9-10/h10H,3-9H2,1-2H3,(H,12,14)
- InChI Key
- DQZCVNGCTZLGAQ-UHFFFAOYSA-N
- Formula
- C11H22N2O
- SMILES
- CN(C)C(=O)NC1CCCCCCC1
- Molecular Weight1
- 198.31
- CAS
- 2163-69-1
- Other Names
-
- 1,1-Dimethyl-3-cyclooctylurea
- 3-Cyclooctyl-1,1-dimethylharnstoff
- 3-Cyclooctyl-1,1-dimethylurea
- Cyclouron
- HS 61
- N'-Cyclooctyl-N,N-dimethylurea
- N-Cyclooctyl-N',N'-dimethylurea
- OMU
- Urea, 3-cyclooctyl-1,1-dimethyl-
- Urea, N'-cyclooctyl-N,N-dimethyl-
- 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° | 113.24 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -219.95 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 21.60 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 56.08 | kJ/mol | Joback Calculated Property |
| log10WS | [-2.36; -2.22] |
|
|
| log10WS | -2.36 | Aq. Sol... | |
| log10WS | -2.22 | Estimat... | |
| logPoct/wat | 2.370 | Crippen Calculated Property | |
| McVol | 176.520 | ml/mol | McGowan Calculated Property |
| Pc | 2643.39 | kPa | Joback Calculated Property |
| Tboil | 595.65 | K | Joback Calculated Property |
| Tc | 811.47 | K | Joback Calculated Property |
| Tfus | 349.13 | K | Joback Calculated Property |
| Vc | 0.627 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [473.71; 580.23] | J/mol×K | [595.65; 811.47] |
|
| Cp,gas | 473.71 | J/mol×K | 595.65 | Joback Calculated Property |
| Cp,gas | 494.59 | J/mol×K | 631.62 | Joback Calculated Property |
| Cp,gas | 514.19 | J/mol×K | 667.59 | Joback Calculated Property |
| Cp,gas | 532.52 | J/mol×K | 703.56 | Joback Calculated Property |
| Cp,gas | 549.62 | J/mol×K | 739.53 | Joback Calculated Property |
| Cp,gas | 565.51 | J/mol×K | 775.50 | Joback Calculated Property |
| Cp,gas | 580.23 | J/mol×K | 811.47 | Joback Calculated Property |
Similar Compounds
![Urea, 1,1'-(1,4-cyclohexylene)bis[3-(2-chloroethyl)]-, trans.](data:image/png;base64,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)
![1,1'-(1,2-Cyclohexylene)bis[3-(2-chloroethyl)urea], trans.](data:image/png;base64,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)
Find more compounds similar to Cycluron.
Sources
- Crippen Method
- Joback Method
- Aqueous Solubility Prediction Method
- Estimated Solubility Method
- McGowan Method
- NIST Webbook
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