![Bicyclo[3.1.1]hept-3-en-2-one, 4,6,6-trimethyl-](/cid/38-091-9/Bicyclo-3-1-1-hept-3-en-2-one-4-6-6-trimethyl.png "Bicyclo[3.1.1]hept-3-en-2-one, 4,6,6-trimethyl-")
- InChI
- InChI=1S/C10H14O/c1-6-4-9(11)8-5-7(6)10(8,2)3/h4,7-8H,5H2,1-3H3
- InChI Key
- DCSCXTJOXBUFGB-UHFFFAOYSA-N
- Formula
- C10H14O
- SMILES
- CC1=CC(=O)C2CC1C2(C)C
- Molecular Weight1
- 150.22
- CAS
- 80-57-9
- Other Names
-
- 2-Pinen-4-one
- Berbenone
- Verbenone
- 4,6,6-trimethylbicyclo[3.1.1]hept-3-en-2-one
- Cp,gas : Ideal gas heat capacity (J/mol×K).
- ΔfusH° : Enthalpy of fusion at standard conditions (kJ/mol).
- ΔvapH° : Enthalpy of vaporization at standard conditions (kJ/mol).
- IE : Ionization energy (eV).
- 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).
- Tfus : Normal melting (fusion) point (K).
- 1: Molecular weight from the IUPAC atomic weights tables.
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Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| ΔfusH° | 10.94 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 58.35 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 9.27 | eV | Relay (1.0) Calculated Property |
| logPoct/wat | 2.178 | Crippen Calculated Property | |
| McVol | 127.310 | ml/mol | McGowan Calculated Property |
| Inp | [1164.00; 1245.00] |
|
|
| Inp | 1191.00 | NIST | |
| Inp | 1190.90 | NIST | |
| Inp | 1202.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1209.00 | NIST | |
| Inp | 1197.00 | NIST | |
| Inp | 1195.00 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1189.00 | NIST | |
| Inp | Outlier 1167.00 | NIST | |
| Inp | 1201.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1214.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1173.00 | NIST | |
| Inp | 1188.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1198.00 | NIST | |
| Inp | 1185.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1203.00 | NIST | |
| Inp | 1209.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1183.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1178.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1202.00 | NIST | |
| Inp | 1202.00 | NIST | |
| Inp | 1180.00 | NIST | |
| Inp | 1212.00 | NIST | |
| Inp | 1176.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1223.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | 1182.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1200.00 | NIST | |
| Inp | 1176.00 | NIST | |
| Inp | 1177.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1201.00 | NIST | |
| Inp | 1209.00 | NIST | |
| Inp | 1188.00 | NIST | |
| Inp | 1200.00 | NIST | |
| Inp | 1219.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1218.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1212.00 | NIST | |
| Inp | 1183.00 | NIST | |
| Inp | 1194.90 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | 1220.92 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | 1177.00 | NIST | |
| Inp | 1181.00 | NIST | |
| Inp | 1179.00 | NIST | |
| Inp | 1210.00 | NIST | |
| Inp | 1194.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | 1195.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1192.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1210.00 | NIST | |
| Inp | 1211.00 | NIST | |
| Inp | 1213.00 | NIST | |
| Inp | 1216.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1214.00 | NIST | |
| Inp | 1210.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1188.00 | NIST | |
| Inp | 1175.00 | NIST | |
| Inp | 1216.00 | NIST | |
| Inp | 1211.00 | NIST | |
| Inp | 1174.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1217.00 | NIST | |
| Inp | 1200.00 | NIST | |
| Inp | 1209.00 | NIST | |
| Inp | Outlier 1168.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1200.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | 1177.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1203.00 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | 1216.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | Outlier 1169.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1176.00 | NIST | |
| Inp | 1200.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1190.00 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1177.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1180.00 | NIST | |
| Inp | 1183.00 | NIST | |
| Inp | 1183.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1182.00 | NIST | |
| Inp | 1210.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | Outlier 1170.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1203.00 | NIST | |
| Inp | 1209.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1185.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | Outlier 1170.00 | NIST | |
| Inp | 1217.00 | NIST | |
| Inp | 1217.00 | NIST | |
| Inp | 1211.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1195.00 | NIST | |
| Inp | 1186.00 | NIST | |
| Inp | 1222.00 | NIST | |
| Inp | 1209.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1197.00 | NIST | |
| Inp | 1189.00 | NIST | |
| Inp | Outlier 1233.00 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1203.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1192.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1186.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1191.00 | NIST | |
| Inp | 1195.00 | NIST | |
| Inp | 1203.00 | NIST | |
| Inp | 1176.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1225.00 | NIST | |
| Inp | 1200.00 | NIST | |
| Inp | 1174.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1186.00 | NIST | |
| Inp | 1226.00 | NIST | |
| Inp | 1189.00 | NIST | |
| Inp | 1197.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1211.00 | NIST | |
| Inp | 1199.00 | NIST | |
| Inp | 1175.00 | NIST | |
| Inp | 1178.00 | NIST | |
| Inp | Outlier 1164.00 | NIST | |
| Inp | 1178.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1218.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1218.00 | NIST | |
| Inp | 1218.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1203.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1221.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1209.00 | NIST | |
| Inp | Outlier 1245.00 | NIST | |
| Inp | Outlier 1245.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1199.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1221.00 | NIST | |
| Inp | 1189.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1203.00 | NIST | |
| Inp | 1175.00 | NIST | |
| Inp | 1221.00 | NIST | |
| Inp | Outlier 1245.00 | NIST | |
| Inp | 1195.00 | NIST | |
| Inp | 1221.00 | NIST | |
| Inp | Outlier 1245.00 | NIST | |
| Inp | 1217.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | Outlier 1164.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | Outlier 1164.00 | NIST | |
| Inp | 1180.00 | NIST | |
| Inp | Outlier 1164.00 | NIST | |
| Inp | Outlier 1236.00 | NIST | |
| Inp | 1183.00 | NIST | |
| Inp | 1191.00 | NIST | |
| Inp | Outlier 1164.00 | NIST | |
| Inp | 1195.00 | NIST | |
| Inp | 1185.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1173.00 | NIST | |
| Inp | 1185.00 | NIST | |
| Inp | 1191.00 | NIST | |
| I | [1676.00; 1742.00] |
|
|
| I | 1730.00 | NIST | |
| I | 1697.00 | NIST | |
| I | 1699.00 | NIST | |
| I | 1710.00 | NIST | |
| I | 1742.00 | NIST | |
| I | 1707.00 | NIST | |
| I | 1723.00 | NIST | |
| I | 1696.00 | NIST | |
| I | Outlier 1679.00 | NIST | |
| I | 1698.00 | NIST | |
| I | 1715.00 | NIST | |
| I | 1701.00 | NIST | |
| I | 1710.00 | NIST | |
| I | 1710.00 | NIST | |
| I | 1709.00 | NIST | |
| I | 1730.00 | NIST | |
| I | 1729.00 | NIST | |
| I | 1730.00 | NIST | |
| I | 1709.00 | NIST | |
| I | 1712.00 | NIST | |
| I | 1695.00 | NIST | |
| I | 1729.00 | NIST | |
| I | 1733.00 | NIST | |
| I | 1730.00 | NIST | |
| I | 1716.00 | NIST | |
| I | 1712.00 | NIST | |
| I | 1696.00 | NIST | |
| I | 1729.00 | NIST | |
| I | 1698.00 | NIST | |
| I | 1722.00 | NIST | |
| I | 1701.00 | NIST | |
| I | 1701.00 | NIST | |
| I | 1730.00 | NIST | |
| I | 1733.00 | NIST | |
| I | 1735.00 | NIST | |
| I | Outlier 1676.00 | NIST | |
| I | 1695.00 | NIST | |
| I | 1731.00 | NIST | |
| I | 1738.00 | NIST | |
| I | 1707.00 | NIST | |
| I | 1701.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1726.00 | NIST | |
| I | 1726.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1696.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1721.00 | NIST | |
| I | 1704.00 | NIST | |
| I | 1733.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1714.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1724.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1726.00 | NIST | |
| I | 1730.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1735.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1726.00 | NIST | |
| I | 1716.00 | NIST | |
| I | 1724.00 | NIST | |
| I | 1730.00 | NIST | |
| I | 1730.00 | NIST | |
| I | 1699.00 | NIST | |
| I | 1696.00 | NIST | |
| I | 1710.00 | NIST | |
| Tboil | 500.70 | K | NIST |
| Tfus | 355.52 | K | Relay (1.0) Calculated Property |
Cheméo can also estimate Critical Temperature, Critical Pressure, Critical Volume, Enthalpy of formation at standard conditions, Standard Gibbs free energy of formation, Acentric Factor, 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 | [307.39; 393.70] | J/mol×K | [513.48; 740.08] |
|
| Cp,gas | 307.39 | J/mol×K | 513.48 | Joback Calculated Property |
| Cp,gas | 324.08 | J/mol×K | 551.25 | Joback Calculated Property |
| Cp,gas | 339.67 | J/mol×K | 589.01 | Joback Calculated Property |
| Cp,gas | 354.29 | J/mol×K | 626.78 | Joback Calculated Property |
| Cp,gas | 368.08 | J/mol×K | 664.55 | Joback Calculated Property |
| Cp,gas | 381.17 | J/mol×K | 702.31 | Joback Calculated Property |
| Cp,gas | 393.70 | J/mol×K | 740.08 | Joback Calculated Property |
Similar Compounds
![Bicyclo[3.1.1]hept-3-en-2-one, 4,6,6-trimethyl-, (1s)-.](data:image/png;base64,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)
![8-Isopropyl-1,5-dimethyltricyclo[4.4.0.02,7]dec-4-en-3-one.](data:image/png;base64,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)
![[1S]-4,6,6-Trimethyl-bicyclo[3,1,1]hept-3-en-2-one.](data:image/png;base64,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)
![Bicyclo[3.1.1]hept-2-en-6-one, 2,7,7-trimethyl-.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAAd+0lEQVR4nO2deVSTV9rAnySEsIMYFm1xqXspCm61iLbuo0Or0kqrY0bbmaHfTKdBj7XM1+MYmTlnPmytDe3pQjvftBnL6RSVVrRjEWurggtShIqOIgWhKmFRNoEQSO73x+VLkSUkIXkX7vM7/iEk730fkl9u3ufe595XQggBBGEDKd8BIAh3oO4IQ6DuCEOg7ghDoO4IQ6DuCEOg7ghDoO4IQ6DuCEOg7ghDoO4IQ6DuCEOg7ghDoO4IQ6DuCEOg7ghDoO4IQ6DuCEOg7ghDoO4IQ6DuCEOg7ghDoO4IQ6DuCEOg7ghDoO4IQ6DuCEOg7ghDoO4IQ6DuCEOg7ghDoO4IQ6DuCEOg7ghDoO4IQ6DuCEOg7ghDoO4IQ6DuCEOg7ghDoO4IQ6DuCEOg7ghDoO4IQ6DuCEOg7ghDoO4IQ6DuCEOg7ghDoO4IQ6DuCEOg7ghDoO4IQ6DuCEOg7ghDoO5DpbS0dMGCBY8++ujhw4f5jgUZBAkhhO8YRMzrr7/+2muvmUwm+uOIESPee++95557jt+okIHA3t1BOjo6EhMTk5KSTCaTr6/vlClTAKChoWH9+vVz587dv3+/5TOACAiC2M+VK1eioqIAQCaTLV68uKOjgxBSXl7+6quvjh49mr6w48eP12q19+7d4ztY5GdQd7vR6XTe3t4AMG7cuNzc3F6PGgwGnU43bdo0Kr2/v79arb516xYvoSK9QN3toLa29sknn6Qeq1SqlpaWgZ5pMpmysrLmz59Pn6xQKFQq1ZUrV7iMFukL6m4rOTk59ELF398/PT3dxqMKCgpUKpVMJgMAqVQaGxvb9wsB4QzUfXDa29uTkpKkUikAPPbYY+Xl5fa2UFZWplarPT09aWc/a9YsnU7X1dXlimgRK6Dug3D58uXIyEgAcHNz02g0Q3G0trZWo9GMHDmSSj9hwgStVtva2urEaBHroO4DYjab09LSvLy86DBLXl6eU5qluezkyZOp9EFBQRqNpr6+3imNI9ZB3funpqYmNjbWlqzUMWguO2/evJ657NWrV517FqQXqHs/ZGdnjxo1CgACAgI+++wzl57r9OnTsbGxEonEksueOXPGpWdkGdT9Ptrb29VqNZVv8eLFN2/e5Oa8paWlarXaw8ODdvbz58/Pysoym83cnJ0dUPefKSkpmT59OgDI5XKNRmMymTgOQK/XazSawMBAKv2kSZO0Wm17ezvHYQxjUHdCCDGbzVqtVqFQAMDUqVO///57HoNpaWnRarVjxoyh0oeEhGg0mjt37vAY0rABdSd6vX7VqlWWrFQgVS40l50zZw4NzMfHR61WV1ZW8h2XuGFd96NHj4aGhgKAUqn88ssv+Q6nH/rmsufPn+c7KLHCru5tbW2WrHTp0qUCr+IqLi5WqVRyuRxz2aHAqO6XLl2KiIigA94pKSncZ6WOUV1drdFoAgICqPTTp0/X6XRGo5HvuEQDc7r3zEqnTZt28eJFviOym6amJq1W++CDD1LpQ0NDNRpNQ0MD33GJALZ01+v1v/jFLyxZqajrVTo6OnQ6XXh4OP1zfH191Wr1Tz/9xHdcgoYh3TMzM2l5VlBQUFZWFt/hOA2ay1Lp3d3dVSrVpUuX+A5KoDChO81KqRDLli0TeFbqGIWFhSqVys3NrWcuy3dQgmP4637hwgVafujh4SGirNQxysvL1Wo1XVsIAJGRkTqdrrOzk++4hMJw1p1mpe7u7gDw8MMPFxUV8R0RRzQ2Nmq1Wssi8XHjxuEiccqw1b2qquqJJ54AAIlEkpCQIOqs1DFwkXhfhqfuBw4coIVWwcHBR44c4TscPjGZTJmZmdHR0ZZc9osvvuA7KN4Ybro3NzcnJCTQt3bFihW3b98e9BBGvuWPHTv2wAMP0JWyDiy3HR4MK93z8/MnTZpEs1KtVmvLHPv+/fuVSuWFCxc4CI9HDh06FBQURGubAeCbb77hOyJ+GCa6m0wmS1YaHh5eXFxs44HPP/88AIwZM0av17s0Qr7ouWBlyZIlTz31FADYvnHIMGM46F5ZWblw4UKalarVaoPBYPuxRqORHhsdHW3XgaLAUhpkWbCyZcsWANizZw/fofGD6HXPyMgYMWIEXQbx1VdfOdCCXq8PCwsDgE2bNjk7Ot7oVRpUWFhIf5+SkgIAr7zyCr/h8YWIdW9qarJkpWvWrKmrq3O4qYsXL9Kpmbfeest5AfKGXq9fuXJlvwtWPvnkEwDYuHEjj+HxiFh1P3/+/MSJEwHA09NTq9UOvcGDBw9KJBKZTCb2gcsvvvjCUhp06NChXo9mZ2fTi3heYuMd8ene2dmZkpJCRxgiIiKcWA715z//GQD8/PxKSkqc1SaX9CwNGmjBSnFxMc3muQ9PCIhM99OnT9P5I5qV0o3VnYXZbI6PjweAyZMni658vKCggN5SwXppUG1tLQCMHDmS4/AEgph0/8Mf/kAH1Ly8vFw0ctzW1jZr1ixaOCmWyqpepUHWF6yYzWa5XC6RSIbfMJQtiEZ3y42+HnjggbKyMted6MaNG8HBwQCwdetW153FWVRXV9MFK7aXBtG5VTY3NRCN7vv27aMlHxycKy8vjw7hffjhhxyczmEOHjxIs9Lg4ODDhw/beNTs2bMBgM3tDESje2FhId15gpvTffzxx3R25rvvvuPmjHbRMytdvny5LaVBFujSJ2HuMuJqRKN7e3s7fXc5W3hPfVIqlUIrqMrPz7csWLGxNKgnv/vd7wDggw8+cFF4QkY0N5r08PCgl9T19fX9PqGrq8u593bcu3fvqlWr6uvr4+LiWltbndiywxBCUlNTY2JiSktLw8PDz58/n5iYSNN326HbSFVXV7smRkEjGt0BgG5Crdfr+z4UGxvr7u5+5swZJ55OJpN9+umnkyZNKioq+vWvf034vt9yVVXVokWLtmzZ0tnZmZCQkJ+fTzdwtReqe78v47BHTLpb6ZY8PDwIIU5/C0eMGHH48OGAgIDMzMy//OUvzm3cLg4cOBAVFXXy5Em6YMVyWxEHsNJrDHvEpLuV98l1X9BTpkz5/PPPZTJZcnLy559/7vT2B6WlpeXFF19ct27d3bt3V6xYUVxcbNnA1THwYkYcWHmfXPoFvXz58t27dxNCnn/++YKCAlecYiDy8/Nnzpz54Ycf0tIgywauQwF7d3FgxWlXv4Xbtm377W9/297e/vTTT9fU1LjoLD0xmUy7d++OiYkpKyt75JFHHMtK+8XyMvKejXCPmHTn5WLGwnvvvbdw4cKqqqq4uLiOjg7XnQgAqqqqFi9e/Kc//amrq0utVhcUFNBVGk7Bw8MjICDAaDTevXvXWW2KBTHpbsVpDr6g5XJ5RkZGWFjYmTNnXnzxRdedaP/+/ZGRkadOnaILVlJTU+kUrxNh93qG11F/+ygtLQWACRMm9H3o1q1bABASEuLqGFy6EKSpqUmlUtH3Ze3ata672eqiRYsAICcnx0XtCxYx6d7c3AwAXl5efR/q7OyUSqVSqZSDMkbLQhDH1goOxLlz5yZMmADOW7BihQ0bNgDAvn37XHoWASKmixlfX18fH5+2tjbqfU/c3NyUSqXZbK6rq3N1GHFxcTt27DCZTOvXr79y5crQG+zq6tq9e/eCBQt+/PHH2bNnFxUVJSYmDr1ZKzA7Fikm3cGGwRlu3sLk5OT4+Pjm5ua4uLjGxsahNFVZWblo0SJLVpqXl2e5f7zrYHZiVZS6cz/03guJRPLJJ5/MmjXr2rVr8fHxXV1djrVDs9Lc3NywsLATJ06kpqbSVRquhtlUVWS6W3mfuOzdAcDT0/PgwYPBwcE5OTlJSUn2Ht7c3Lxx48b4+PjGxsa4uLiioiK6gSs34MWMOBBI704ZO3ZsZmamQqHYu3fvRx99ZPuB586di4qKSk9P9/Ly0mq1Bw8etNwpmxuwdxcHVpzm5Xp0/vz5H3zwAQC89NJLJ0+eHPT5XV1du3btiomJKS8vnzNnDgdZab9g7y4OeKwjGIjNmze//PLLnZ2dzz77bFVVlZVn3rhx44knnkhOTiaEqNXq3NxcuoEr9wQGBioUisbGRsuiGUYQme5WLtB57LHeeuutlStX1tTUrF69eqCFIP/85z8jIiLy8vLGjBnDZVbaLxKJJCQkBAC4qf8RDiLTXYC9OwDIZLL09PSBFoI0NTVt2LBh06ZN9+7de+aZZy5evPj4449zH2QvGL2e4Xueyz7o2xMcHNz3IStzrtxw9epVej9rerlCOXHiBL3fr6+vb1paGl+x9WX16tUAkJmZyXcgnCIy3bu6umQymVQq7XeBto+PDwA0NTVxHxglOztbJpNJJJJ//etfnZ2dGo1GJpMBwNy5c69fv85XVP1Cq9zeffddvgPhFJFdzMhksqCgILPZTDd/6wWPk4UNDQ0NDQ0zZszYvn07IWTTpk0zZ85MTk4GgKSkpNzcXLqBq3Bgc2LVje8A7GbUqFF6vV6v19PdsHoSGhpaVlZWXV0dFhZmMBja29sNBgMA0P/0+tHe3w/0tNbWVqPR2CsSo9FYUlIyduzYffv2LViwwNWviQOwOfQuPt0HrXrncnrSQkBAgEQicXd39/b2JoRUVFRIpdKLFy/SWy0IEDZTVfHpPuiaJi8vL4VC4enp6eHhAfeLCAA+Pj5yuVwqlfr7+wOAh4eHp6cnAPj7+0ulUjc3N19fXwDw9vamA4XUV4VCQVf++/r6urm5yWQyPz8/ALCcpRchISG1tbWuXvQ0FLB3FweD1hG8/PLL9JYsPBIaGlpbW1tdXT30ldQugs3eXWSpKgh16F2wkQxEaGioRCKpqakxm818x8Id4tOd3wXaNiKcSAbC3d09MDCwq6vrzp07fMfCHeLTnd8F2jYinEisIPzPpNMRn+4i6t0FrrsoPpPORXy6W3E6ODjYzc2tvr6+s7OT87juQzgfPCuIIkjnIj7dvb29fX19DQZD30WiUqk0KCiI/P8Nt3gEe3dhIj7dQQzXMxyvJHQMUXwmnYsodRd+tioKkwTSNXCJKHUXfu/u5+fn7e3d2tra0tLCbyRWEEjXwCWi1F34vTuIoYMXSNfAJSLWXTgLtPtF+DIJp2vgjOGpuxAkE75MAQEBnp6ezc3NArnRGgeIUncr4x7CkUw4Hzwr0AXaQni5uEGUuouidxfOZZUVhNM7cIModR906zwhvH/CicQKwukduEGUuiuVSrlcfufOnb6r5ry8vAaac+UYUZgkiq8gJyJK3S3FAv3uCiSQGU0R9e43b97kOxCOEKXuYMNME++eiaJ3py9jamrqrl276uvr+Q7H5YhV90Fnmnj3LDg4WCaTCaE80wr0ZTQYDMnJyWPHjv3jH/9YXl7Od1AuRKy6C793t2yJw8H9cxxGqVQCQFhY2Lp16wwGw7vvvjtp0qQnn3zy7NmzfIfmEsSqu6A2eh8I4V/PuLm5AcCtW7cyMjKuXbumVqsVCsWRI0eio6NjYmL2799vMpn4jtGZiFt3HIscIuHh4QBgNpuNRuPEiRNTU1MrKio0Gk1gYGBeXl58fPzUqVNTU1OHzb7YYtVd+EWRgopkII4dO0b/8+OPP9L/hISE7Nq1q7KyUqvVjhkzpqysbMuWLePGjdu1a9cwuMu2WHUXRVGkcCLpCyFk3bp1a9euBQClUhkUFNTzUR8fn8TExIqKiqysrLlz59bW1tJcNjExsbKykqeQnQGvG7I6Dh1AGDt2bN+H6GD8yJEjOQ+qN2+//TYAvPTSS3wH0puamprY2FgqwEMPPaTX660///Tp07GxsRKJBACkUmlsbOz58+e5CdW5iFV3ejWpUCjMZnOvh0wmk1wul0gkHR0dvMRmISMjAwDi4uL4DaMX2dnZ9GvH09Nz69atth9YXFysUqnkcjn9nMyfPz8rK6vv6y9kxKo7IYRu8njnzp2+D9HNgauqqriPqienTp0CgOjoaH7DsNDe3q5Wq2knTVEqlTt37qypqbG9kerqao1GQ2/cAADTp09PS0szGAyuC9uJiFj3qVOnAsDly5f7PnT8+PHc3Ny2tjbuo+rJ9evXAWD8+PH8hkEpKSmZPn06AMjl8p07dx46dGj+/PlUWYVCoVKprly5Yntrzc3NWq2W3pgEAEJDQzUaTUNDg8vCdw4i1p1ubH38+HG+AxmQe/fuAYCHhwe/YZjNZq1Wq1AoAGDq1Knff/+95aGCggKVSkVvMUIvynNzc21vuaOj4x//+AcdzQSAz5YvJ6++Sm7dcsEf4RxErPv69esB4NNPP+U7EGvQ++c0NjbyFUBNTc2qVauojiqV6t69e32fU1ZWplar6cbfADBr1iydTtfV1WXjKcxm85EjR5YsWmQMCyMAxN2dbN5MSkqc+nc4BxHrvnXrVgB44403+A7EGvTOqVevXuXl7F9//TUdsVUqlV9++aX1J9fU1Gg0mpEjR1LpJ0yYoNVq7bsgvHiRqFTEzY0AEAAyfz7JyhrSH+BsRKz77t27AWDbtm18B2INeqeab7/9luPztrW1WbLSJUuW3Lx508YD7927l5aWNnnyZCp9cHCwRqOpr6+349wVFUStJt7e3dJHRhKdjnR2OvJnOBsR6/7mm28CwOzZs5ubm/mOZUDi4+MB4LPPPuPypJcuXYqIiKA5aEpKislksrcFk8mUlZU1b948Kr23t3dCQsK1a9fsaKKxkWi1ZPTobunHjSNaLenvUopLxKp7RkaGv79/YGAgAPj6+qrV6p9++onvoPpBrVYDwN69e7k5Xc+sdNq0aYWFhUNssO8E09mzZ+04vqOD6HRk2rRu6f38iFpNbP6qcTri072xsfFXv/oV7XUWLlzYczTthRde6Hdckkf+9re/AcCrr77Kwbn0ev3KlSutZ6WOUVpaqlarLXehsnuCyWQiWVlk6dJu6d3diUpF7Bn3dBYi0/3cuXMTJkygM4JarZb+srCwUKVS0VpWy5vBb5wWPv74YwCgd453KZmZmTTLDAoKctGfr9frNRqN5V6CkyZN0mq17e3tdjRRUEBUKiKTEQAilZLYWJKT44pQB0I0und2dqakpNAZ7NmzZ/e9jiwvL1er1fT2egAQFRWl0+k6+c6Qjh49CgDLli1z3SloVkr/6mXLlt1y8bB3U1PTG2+8YZlg+sWMGWT3bmLXSGtZGVGriZdXd2c/axbR6YjN455DQRy6V1RUxMTEAIBEIlGr1VaKYRobG7Va7ejRo+mbMX78eK1W68SvdXspKioCgIiICBe1f+HCBTqK4uHh4VhW6hhGozEjI2POnDlnn3iCABBfX6JWk8pKO5qorSUaDRk5slv6hx4iWi1pbXVZyISIQveMjAxaoREWFmbjiJ7BYNDpdNOmTaPS+/v7q9VqV3d7/UKrf5VKpdNbplkpvfnrww8/XFRU5PRT2BJDZ3Y2WbKkW1m5nKhUpLjYjiYMBqLTkSlTulsICiIaDbFr3NMeBK17z6z06aef7rcazAp0NG0olSFDx2Qyubm5Ob08s6qqitZQSCSShISEVhd3ioNTVERUKiKX3zfBZHsu29VFPv+czJ7dfbi3Nzl92hVhClf3M2fOPPTQQwDg5eVlyUodY4iVIUOEXlk5cZz0wIEDdAQ2ODj4yJEjzmrWCdy4QZKSSEBAt7UzZhCdjhiNdrRw+jSJjSXBwaTnbG5hIdm2jcyaRUaPJiNGkPHjyYoV5M03yd279gYoRN07Ozs1Gg21c86cOaWlpU5pdoiVIQ4zc+ZMAMjPzx96U62trZasdPny5bdv3x56m86nqYloteSBB7qlHzWKaDTErmJJi8ft7WTzZiKRdDfV69+IEWTfPrtCE5zu5eXl0dHRtBu2npU6Rm1tbd/KEJdeDPzyl78EgKEPDubn59MKHA8PD61WK/R1FXSCKTz8vgkmu77iOjt/HqpfsYJkZpKqKlJfT0pKyFtvdc/XSiQkLc32JoWlu06noyWEY8aMOXnypOtORHNZS2VIUFCQ3ZUhNvOb3/wGANLseVd6YTKZLFlpeHh4sV25IL+YzSQnh8TG3jfBZGOx5F//2n3U66/38+jdu2TuXAJAPDxsn7ESiu6NjY20oBcAnnnmmbv2X5Y5QK/KEJrLOr16cceOHQCQnJzs2OGVlZULFy60DMKKZd1Qb77//udiSYmELF06SLFkSwvx9ycAZO3aAZ9TWUl8fAgAsXkWTxC6nzhxgk5b+Pn5DaUXdJihVoZY5Z133gGA3//+9w4cu3//fpqVhoSEfPXVV84KiTfKy++bYIqKGrBYct++7udYfyP+678IAFEoiG2Fyjzr3jMrnTt37vXr13kMZqiVIQNw4MABAFizZo1dRzU3NyckJNBI1qxZU1dXN8QwBERdHUlJIaNGdQs9fnw/xZIvvtidjFp//Y8c6W7EtoFLPnW/evUqHbWQyWRJSUlGu0asXIYTKkPuJzc3FwDmzZtn+yHnz5+fOHGipTRI6FmpY7S1kffeIxMndvuqVBKd7udHFy0iACQmZpBGKiu7D//oI1vOyZvulqx07Nixp06d4iuMgWhpaaHbaFHpQ0JCNBqNvfNcFLpBV79b4vSlq6vLUhr0yCOP/PDDDw6cUUzQYsnoaAJADh/++feRkQSAPPnkIIc3N1tLZ/vAg+4NDQ3PPvss1WjdunXcZKWOYakModH6+Pio1epKuypDCGlra4MBtsTpxY0bN+jqp0FLg4YhZ8+SngU/EREEgKxePchRra3duv/P/9hyEq51P378ON0Exs/Pb5+dcwQ80jeXtWvayM/PDwCsf7AzMjLoFVRoaOjRo0eHHLLIWbCAAJBFiwZ52u3b3bp/8IEtrXKnu9Fo1Gg0UqmUXsiWlZVxdmpnUVRU5Ng2WlOmTAGAgcp1mpqaNm7cSNtcu3ati4b/RcbGjQSAPPjgIE/79ttu3W3rIDjS/T//+U9UVBQAuLm5aTQaDqbuXcft27d7baOl0+ms59mPP/44AHzzzTd9Hzp79mzfBSsIeeedbo9//NHa03bt6h7Ity2t4kJ3nU5HV12MGzeOy9osl9LU1GT7NlrPPfccAKSnp/f8Zc9B2H4XrDBNVVX3nNR///eAzzEYyLhxBIAsXWpjq67Vvba29qmnnqJCqFQqIW8Z4BgdHR06nc6yjdZAi8S3bNkCAHv27LH8pqKiglYms5iV2sj69d1TSBcu9P+Ebdu6vwG+/trGJl2oe05ODq199ff3F/heX0PEbDbn5ORYtpB2d3dXqVQlPSpDUlJSAOCVV16hP/ZcsPLdd9/xFLXgqakhISEEgAQEkP/9X9KzR6iuJs8/3+365s22N+kS3dvb25OSkmhW+thjj5WXl7viLAJkoEXiOp0OADZu3DjEBSvMcfkyoRvx0ZrKmBiyciWJjCRSafcvn3uO2PPF6HzdL1++HBkZOTyyUsfou0h8+/bt9AKdLljx9fXlpTRIlDQ2ktde+7l6nv6TSsmjj5LMTHsbc6buZrM5LS3Ny8sLAMaPH5+Xl+fExkVHXV1dcnJycHAw3M+jjz4qxkFY/rl6lXz7LTl0iOTlEUcriJyme8/7n6hUqpaWFme1LGpoYf2UKVNGjBgRGBgonNIgNpEQQmDIHDt2bPPmzdXV1QEBAe+//z4dd0MsmM3mqqqqwMBAOr2K8MVQdTcYDElJSe+88w4hZPHixTqdzjIUjSBCw20oB1++fHnDhg0//PCDXC5/7bXXdu7cSUdjEESYOKg7IeTtt99OSkrq6OiYOnVqeno6rVxHECHjiO41NTUvvPDCv//9bwBQqVTvv/++ZdANQYSM3bpnZ2dv3rxZr9crlcq///3vq1evdkVYCOIK7LjUbm9vT0xMXLlypV6vX7p0aVFREbqOiAtbe/eSkpINGzZcunRJoVAkJydv374ds1JEdAyuOyFkz549O3bsMBqN4eHh6enpM2bM4CAyBHE6g/fQEokkLy/PaDSqVKr8/Hx0HREvNk0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![2H-Cyclopropa[a]naphthalen-2-one, 1,1a,4,5,6,7,7a,7b-octahydro-1,1,7,7a-tetramethyl-, (1a«alpha»,7«alpha»,7a«alpha»,7b«alpha»)-.](data:image/png;base64,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)
Find more compounds similar to Bicyclo[3.1.1]hept-3-en-2-one, 4,6,6-trimethyl-.
Sources
- Cheméo Relay (1.0)
- 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
Note: Cheméo is only indexing the data, follow the source links to retrieve the latest data. The source is also providing more information like the publication year, authors and more.
Take the time to validate and double check the source of the data.
Outlier This icon means
that the value is more than 2 standard deviations away from the
property mean.
These property values are available through the Cheméo API. A free account gives you an access key.