![Tricyclo[2.2.1.0(2,6)]heptane, 1,7,7-trimethyl-](/cid/68-624-4/Tricyclo-2-2-1-0-2-6-heptane-1-7-7-trimethyl.png "Tricyclo[2.2.1.0(2,6)]heptane, 1,7,7-trimethyl-")
- InChI
- InChI=1S/C10H16/c1-9(2)6-4-7-8(5-6)10(7,9)3/h6-8H,4-5H2,1-3H3
- InChI Key
- RRBYUSWBLVXTQN-UHFFFAOYSA-N
- Formula
- C10H16
- SMILES
- CC1(C)C2CC3C(C2)C31C
- Molecular Weight1
- 136.23
- CAS
- 508-32-7
- Other Names
-
- Tricyclene
- 1,7,7-Trimethyltricyclo[2.2.1.0,2,6]heptane
- Cyclene
- NSC 86978
- 1,7,7-Trimethyl-tricyclo[2.2.1.0*2,6*]heptane
- «alpha»-Tricyclene
- Tricyclo[2.2.1.02,6]heptane, 1,7,7-trimethyl-
- 1,7,7-trimethyltricyclo[2.2.1.02,6]heptane
- ΔcH°solid : Standard solid enthalpy of combustion (kJ/mol).
- Cp,gas : Ideal gas heat capacity (J/mol×K).
- ΔfusH° : Enthalpy of fusion at standard conditions (kJ/mol).
- logPoct/wat : Octanol/Water partition coefficient.
- McVol : McGowan's characteristic volume (ml/mol).
- Inp : Non-polar retention indices.
- I : Polar retention indices.
- Tboil : Normal Boiling Point Temperature (K).
- 1: Molecular weight from the IUPAC atomic weights tables.
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Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| ΔcH°solid | -6146.70 | kJ/mol | NIST |
| ΔfusH° | 9.81 | kJ/mol | Joback Calculated Property |
| logPoct/wat | 2.688 | Crippen Calculated Property | |
| McVol | 119.180 | ml/mol | McGowan Calculated Property |
| Inp | [895.00; 942.00] |
|
|
| Inp | Outlier 940.00 | NIST | |
| Inp | 928.50 | NIST | |
| Inp | 936.60 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 914.00 | NIST | |
| Inp | 931.00 | NIST | |
| Inp | Outlier 940.00 | NIST | |
| Inp | 930.30 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 915.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 915.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | Outlier 942.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 931.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 918.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 919.00 | NIST | |
| Inp | 919.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | Outlier 900.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 919.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 915.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 917.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 913.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 919.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | Outlier 906.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 913.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 916.00 | NIST | |
| Inp | Outlier 899.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 913.00 | NIST | |
| Inp | 912.00 | NIST | |
| Inp | 920.40 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 934.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 917.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 915.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 934.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 915.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | Outlier 901.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 915.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 917.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 930.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 916.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 931.00 | NIST | |
| Inp | Outlier 901.00 | NIST | |
| Inp | Outlier 895.00 | NIST | |
| Inp | 919.00 | NIST | |
| Inp | Outlier 905.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | Outlier 895.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | Outlier 906.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 916.00 | NIST | |
| Inp | Outlier 906.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 915.00 | NIST | |
| Inp | Outlier 905.00 | NIST | |
| Inp | 916.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | Outlier 907.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 911.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 918.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 911.00 | NIST | |
| Inp | 919.00 | NIST | |
| Inp | 919.00 | NIST | |
| Inp | Outlier 906.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 909.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | Outlier 904.00 | NIST | |
| Inp | Outlier 907.00 | NIST | |
| Inp | Outlier 908.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | Outlier 908.00 | NIST | |
| Inp | Outlier 902.00 | NIST | |
| Inp | Outlier 908.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 909.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 929.00 | NIST | |
| Inp | 917.00 | NIST | |
| Inp | 935.00 | NIST | |
| Inp | 934.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | Outlier 905.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 917.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | Outlier 938.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 932.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 918.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 917.00 | NIST | |
| Inp | Outlier 908.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 911.00 | NIST | |
| Inp | 918.00 | NIST | |
| Inp | 919.00 | NIST | |
| Inp | 933.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | Outlier 940.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 918.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 919.00 | NIST | |
| Inp | 936.00 | NIST | |
| Inp | 936.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 918.00 | NIST | |
| Inp | 919.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 934.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | Outlier 906.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 918.00 | NIST | |
| Inp | 930.00 | NIST | |
| Inp | 929.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 930.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | Outlier 905.00 | NIST | |
| Inp | 931.00 | NIST | |
| Inp | 913.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 929.00 | NIST | |
| Inp | 918.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 911.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 930.00 | NIST | |
| Inp | 929.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 929.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 915.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 931.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 931.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 924.00 | NIST | |
| I | [993.00; 1047.00] |
|
|
| I | 1028.00 | NIST | |
| I | 1009.50 | NIST | |
| I | 1003.00 | NIST | |
| I | 1013.00 | NIST | |
| I | 1000.00 | NIST | |
| I | 1007.00 | NIST | |
| I | 1029.00 | NIST | |
| I | 1030.00 | NIST | |
| I | 1022.00 | NIST | |
| I | Outlier 1047.00 | NIST | |
| I | 998.00 | NIST | |
| I | 1007.00 | NIST | |
| I | 1008.00 | NIST | |
| I | Outlier 993.00 | NIST | |
| I | 1021.00 | NIST | |
| I | 1005.00 | NIST | |
| I | 1008.00 | NIST | |
| I | 1015.00 | NIST | |
| I | 1020.00 | NIST | |
| I | 1002.00 | NIST | |
| I | 1015.00 | NIST | |
| I | 1007.00 | NIST | |
| I | 998.00 | NIST | |
| I | 1012.00 | NIST | |
| I | 1022.00 | NIST | |
| I | 1018.00 | NIST | |
| I | 1011.00 | NIST | |
| I | 1016.00 | NIST | |
| I | 1005.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1015.00 | NIST | |
| I | 1021.00 | NIST | |
| I | 1019.00 | NIST | |
| I | 1030.00 | NIST | |
| I | 1020.00 | NIST | |
| I | 1001.00 | NIST | |
| I | 1030.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1009.00 | NIST | |
| I | 1010.00 | NIST | |
| I | 1002.00 | NIST | |
| I | 1008.00 | NIST | |
| I | 995.00 | NIST | |
| I | 1017.00 | NIST | |
| I | 1029.00 | NIST | |
| I | 1005.00 | NIST | |
| I | 1003.00 | NIST | |
| I | 1009.00 | NIST | |
| I | 1013.00 | NIST | |
| I | 1015.00 | NIST | |
| I | 1017.00 | NIST | |
| I | 1020.00 | NIST | |
| I | 1004.00 | NIST | |
| I | 1004.00 | NIST | |
| I | 1020.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1002.00 | NIST | |
| I | 1007.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1010.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 998.00 | NIST | |
| I | 1003.00 | NIST | |
| Tboil | 426.70 | K | NIST |
Cheméo can also estimate Normal melting (fusion) point, Critical Temperature, Critical Pressure, Critical Volume, Enthalpy of formation at standard conditions, Enthalpy of vaporization at standard conditions, Standard Gibbs free energy of formation, Acentric Factor, Ionization energy, Log10 of Water solubility in mol/l for this compound, but they fall outside the models' validated range, so they are not shown here. Open the prediction tool to compute them on demand.
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [275.21; 367.58] | J/mol×K | [431.22; 637.87] |
|
| Cp,gas | 275.21 | J/mol×K | 431.22 | Joback Calculated Property |
| Cp,gas | 294.67 | J/mol×K | 465.66 | Joback Calculated Property |
| Cp,gas | 312.18 | J/mol×K | 500.10 | Joback Calculated Property |
| Cp,gas | 327.97 | J/mol×K | 534.54 | Joback Calculated Property |
| Cp,gas | 342.31 | J/mol×K | 568.99 | Joback Calculated Property |
| Cp,gas | 355.43 | J/mol×K | 603.43 | Joback Calculated Property |
| Cp,gas | 367.58 | J/mol×K | 637.87 | Joback Calculated Property |
Similar Compounds
![Tricyclo[2.2.1.0(2,6)]heptane, 1,3,3-trimethyl-.](data:image/png;base64,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)
![1,2,4-Methenoazulene, decahydro-1,5,5,8a-tetramethyl-, [1S-(1«alpha»,2«alpha»,3a«beta»,4«alpha»,8a«beta»,9R*)]-.](data:image/png;base64,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)
![(1S,1aS,1bR,4S,5S,5aS,6aR)-1a,1b,4,5a-Tetramethyldecahydro-1,5-methanocyclopropa[a]indene.](data:image/png;base64,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)
![1,2,4-Metheno-1H-indene, octahydro-1,7a-dimethyl-5-(1-methylethyl)-, [1S-(1«alpha»,2«alpha»,3a«beta»,4«alpha»,5«alpha»,7a«beta»,8S*)]-.](data:image/png;base64,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)
![(1R,1aR,2aS,6R,6aS,7aS)-1,6,6a-Trimethyldecahydro-1,2a-methanocyclopropa[b]naphthalene.](data:image/png;base64,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)
![1H-Cycloprop[e]azulene, decahydro-1,1,4,7-tetramethyl-, [1aR-(1a«alpha»,4«beta»,4a«beta»,7«beta»,7a«beta»,7b«alpha»)]-.](data:image/png;base64,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)
Find more compounds similar to Tricyclo[2.2.1.0(2,6)]heptane, 1,7,7-trimethyl-.
Sources
- Cheméo Relay (1.0, beta) Beta: served but experimental, data-limited and below our cross-validation release bar; the Joback value is recommended where available.
- Crippen Method
- Crippen Method
- Joback Method
- McGowan Method
- NIST Webbook
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Take the time to validate and double check the source of the data.
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that the value is more than 2 standard deviations away from the
property mean.
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