![1,3-Dimethylbicyclo[1.1.0]butane](/cid/66-950-4/1-3-Dimethylbicyclo-1-1-0-butane.png "1,3-Dimethylbicyclo[1.1.0]butane")
- InChI
- InChI=1S/C6H10/c1-5-3-6(5,2)4-5/h3-4H2,1-2H3
- InChI Key
- IGAOOQCFXPSZTQ-UHFFFAOYSA-N
- Formula
- C6H10
- SMILES
- CC12CC1(C)C2
- Molecular Weight1
- 82.14
- CAS
- 930-25-6
- 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°liquid : Liquid 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 |
|---|---|---|---|
| ΔfG° | 134.36 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | 21.23 | kJ/mol | Joback Calculated Property |
| ΔfH°liquid | 161.00 ± 4.20 | kJ/mol | NIST |
| ΔfusH° | -0.83 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 26.13 | kJ/mol | Joback Calculated Property |
| log10WS | -1.64 | Crippen Calculated Property | |
| logPoct/wat | 1.806 | Crippen Calculated Property | |
| McVol | 73.680 | ml/mol | McGowan Calculated Property |
| Pc | 4480.21 | kPa | Joback Calculated Property |
| Tboil | 327.50 ± 1.00 | K | NIST |
| Tc | 538.39 | K | Joback Calculated Property |
| Tfus | 248.10 | K | Joback Calculated Property |
| Vc | 0.297 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [127.19; 195.00] | J/mol×K | [342.10; 538.39] | 
|
| Cp,gas | 127.19 | J/mol×K | 342.10 | Joback Calculated Property |
| Cp,gas | 142.52 | J/mol×K | 374.81 | Joback Calculated Property |
| Cp,gas | 155.98 | J/mol×K | 407.53 | Joback Calculated Property |
| Cp,gas | 167.77 | J/mol×K | 440.24 | Joback Calculated Property |
| Cp,gas | 178.07 | J/mol×K | 472.96 | Joback Calculated Property |
| Cp,gas | 187.08 | J/mol×K | 505.67 | Joback Calculated Property |
| Cp,gas | 195.00 | J/mol×K | 538.39 | Joback Calculated Property |
Similar Compounds
![[1.1.1]Propellane.](data:image/png;base64,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)
![Dispiro[2.1.2.1]octane.](data:image/png;base64,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)
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