![Bicyclo[3.1.1]hept-2-ene-2-carboxaldehyde, 6,6-dimethyl-](/cid/31-699-2/Bicyclo-3-1-1-hept-2-ene-2-carboxaldehyde-6-6-dimethyl.png "Bicyclo[3.1.1]hept-2-ene-2-carboxaldehyde, 6,6-dimethyl-")
- InChI
- InChI=1S/C10H14O/c1-10(2)8-4-3-7(6-11)9(10)5-8/h3,6,8-9H,4-5H2,1-2H3
- InChI Key
- KMRMUZKLFIEVAO-UHFFFAOYSA-N
- Formula
- C10H14O
- SMILES
- CC1(C)C2CC=C(C=O)C1C2
- Molecular Weight1
- 150.22
- CAS
- 564-94-3
- Other Names
-
- 2-Norpinene-2-carboxaldehyde, 6,6-dimethyl-
- Myrtenal
- Benihinal
- 6,6-Dimethylbicyclo(3.1.1)hept-2-ene-2-carboxaldehyde
- 2-Formyl-6,6-dimethylbicyclo(3.1.1)hept-2-ene
- 6,6-Dimethyl-bicyclo[3,1,1]hept-2-ene-2-carboxaldehyde
- 6,6-dimethyl-bicyclo[3.1.1]hept-2-ene-2-carboxaldehyde (myrtenal)
- pin-2-ene-1-carbaldehyde
- 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.
- Ip : 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° | 13.72 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 58.30 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 9.36 | eV | Relay (1.0) Calculated Property |
| logPoct/wat | 2.178 | Crippen Calculated Property | |
| McVol | 127.310 | ml/mol | McGowan Calculated Property |
| Inp | [1151.00; 1223.00] |
|
|
| Inp | 1190.00 | NIST | |
| Inp | 1170.25 | NIST | |
| Inp | 1175.32 | NIST | |
| Inp | 1180.54 | NIST | |
| Inp | 1185.89 | NIST | |
| Inp | 1191.36 | NIST | |
| Inp | 1196.22 | NIST | |
| Inp | Outlier 1151.46 | NIST | |
| Inp | 1155.93 | NIST | |
| Inp | 1160.56 | NIST | |
| Inp | 1165.32 | NIST | |
| Inp | 1181.00 | NIST | |
| Inp | 1181.30 | NIST | |
| Inp | 1195.00 | NIST | |
| Inp | 1188.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | 1168.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | 1197.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | 1173.00 | NIST | |
| Inp | 1181.00 | NIST | |
| Inp | 1192.00 | NIST | |
| Inp | Outlier 1215.00 | NIST | |
| Inp | 1176.00 | NIST | |
| Inp | 1173.00 | NIST | |
| Inp | 1173.00 | NIST | |
| Inp | 1194.00 | NIST | |
| Inp | 1169.00 | NIST | |
| Inp | 1155.00 | NIST | |
| Inp | 1169.00 | NIST | |
| Inp | 1191.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1169.00 | NIST | |
| Inp | Outlier 1151.00 | NIST | |
| Inp | 1189.00 | NIST | |
| Inp | 1190.00 | NIST | |
| Inp | 1190.00 | NIST | |
| Inp | 1171.00 | NIST | |
| Inp | 1168.00 | NIST | |
| Inp | Outlier 1223.00 | NIST | |
| Inp | 1187.00 | NIST | |
| Inp | 1175.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1176.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1203.60 | NIST | |
| Inp | 1165.00 | NIST | |
| Inp | 1169.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1170.00 | NIST | |
| Inp | 1176.00 | NIST | |
| Inp | 1157.00 | NIST | |
| Inp | 1165.00 | NIST | |
| Inp | 1192.00 | NIST | |
| Inp | 1172.00 | NIST | |
| Inp | 1168.00 | NIST | |
| Inp | 1172.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1179.00 | NIST | |
| Inp | 1188.00 | NIST | |
| Inp | 1165.00 | NIST | |
| Inp | 1165.00 | NIST | |
| Inp | 1170.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1189.00 | NIST | |
| Inp | 1202.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1165.00 | NIST | |
| Inp | 1170.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | 1194.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1164.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1191.00 | NIST | |
| Inp | 1166.00 | NIST | |
| Inp | 1176.00 | NIST | |
| Inp | 1165.00 | NIST | |
| Inp | 1168.00 | NIST | |
| Inp | 1202.90 | NIST | |
| Inp | Outlier 1216.00 | NIST | |
| Inp | 1194.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | 1195.00 | NIST | |
| Inp | 1171.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1172.00 | NIST | |
| Inp | 1163.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1172.00 | NIST | |
| Inp | 1171.00 | NIST | |
| Inp | 1165.00 | NIST | |
| Inp | 1200.00 | NIST | |
| Inp | 1163.00 | NIST | |
| Inp | 1190.00 | NIST | |
| Inp | 1189.00 | NIST | |
| Inp | 1172.00 | NIST | |
| Inp | 1173.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1192.00 | NIST | |
| Inp | 1174.00 | NIST | |
| Inp | 1188.00 | NIST | |
| Inp | 1172.00 | NIST | |
| Inp | 1158.00 | NIST | |
| Inp | 1191.00 | NIST | |
| Inp | 1167.00 | NIST | |
| Inp | 1172.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | 1190.00 | NIST | |
| Inp | 1161.00 | NIST | |
| Inp | 1165.00 | NIST | |
| Inp | 1172.00 | NIST | |
| Inp | 1165.00 | NIST | |
| Inp | 1168.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | 1171.00 | NIST | |
| Inp | 1198.00 | NIST | |
| Inp | 1171.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1161.00 | NIST | |
| Inp | 1203.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1165.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1178.00 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | 1198.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1194.00 | NIST | |
| Inp | 1159.00 | NIST | |
| Inp | 1202.00 | NIST | |
| Inp | 1194.00 | NIST | |
| Inp | 1210.00 | NIST | |
| Inp | 1195.00 | NIST | |
| Inp | 1165.00 | NIST | |
| Inp | 1190.00 | NIST | |
| Inp | 1181.00 | NIST | |
| Inp | 1202.00 | NIST | |
| Inp | 1195.00 | NIST | |
| Inp | 1174.00 | NIST | |
| Inp | 1209.00 | NIST | |
| Inp | 1209.00 | NIST | |
| Inp | 1173.00 | NIST | |
| Inp | 1178.00 | NIST | |
| Inp | 1180.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1174.00 | NIST | |
| Inp | 1168.00 | NIST | |
| Inp | 1192.00 | NIST | |
| Inp | 1166.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1174.00 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | 1191.00 | NIST | |
| Inp | 1166.00 | NIST | |
| Inp | 1188.00 | NIST | |
| Inp | 1191.00 | NIST | |
| Inp | 1176.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1194.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1169.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1190.00 | NIST | |
| Inp | 1187.00 | NIST | |
| Inp | 1194.00 | NIST | |
| Inp | 1166.00 | NIST | |
| Inp | 1162.00 | NIST | |
| Inp | 1166.00 | NIST | |
| Inp | 1197.00 | NIST | |
| Inp | 1165.00 | NIST | |
| Inp | 1194.00 | NIST | |
| Inp | 1175.00 | NIST | |
| Inp | 1173.00 | NIST | |
| Inp | 1173.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1165.00 | NIST | |
| Inp | 1194.00 | NIST | |
| Inp | 1170.00 | NIST | |
| Inp | 1175.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1194.00 | NIST | |
| Inp | 1176.00 | NIST | |
| Inp | 1165.00 | NIST | |
| Inp | 1189.00 | NIST | |
| Inp | 1171.00 | NIST | |
| Inp | 1169.00 | NIST | |
| Inp | Outlier 1153.00 | NIST | |
| Inp | 1163.00 | NIST | |
| Inp | 1197.00 | NIST | |
| Inp | 1192.00 | NIST | |
| Inp | 1194.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | Outlier 1153.00 | NIST | |
| Inp | 1191.00 | NIST | |
| Inp | 1197.00 | NIST | |
| Inp | 1195.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | Outlier 1153.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1194.00 | NIST | |
| Inp | 1197.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | 1197.00 | NIST | |
| Inp | 1185.00 | NIST | |
| Inp | Outlier 1153.00 | NIST | |
| Inp | 1185.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | 1197.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | 1192.00 | NIST | |
| Inp | 1197.00 | NIST | |
| Inp | Outlier 1153.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1180.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1190.00 | NIST | |
| Inp | Outlier 1153.00 | NIST | |
| Inp | 1182.00 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | Outlier 1220.00 | NIST | |
| Inp | 1171.00 | NIST | |
| Inp | 1173.00 | NIST | |
| Inp | Outlier 1153.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1174.00 | NIST | |
| Inp | 1175.00 | NIST | |
| Inp | Outlier 1153.00 | NIST | |
| Inp | 1169.00 | NIST | |
| Inp | 1173.00 | NIST | |
| Inp | 1172.00 | NIST | |
| Inp | 1165.00 | NIST | |
| Inp | 1174.00 | NIST | |
| Inp | 1167.00 | NIST | |
| Inp | 1171.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1194.00 | NIST | |
| Inp | 1195.00 | NIST | |
| Inp | 1178.00 | NIST | |
| Inp | 1192.00 | NIST | |
| Inp | 1191.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | 1169.00 | NIST | |
| Inp | 1187.00 | NIST | |
| Inp | 1170.00 | NIST | |
| Inp | 1188.00 | NIST | |
| Inp | 1166.00 | NIST | |
| Ip | [1596.00; 1667.00] |
|
|
| Ip | 1612.00 | NIST | |
| Ip | 1619.00 | NIST | |
| Ip | 1627.00 | NIST | |
| Ip | 1634.00 | NIST | |
| Ip | 1626.00 | NIST | |
| Ip | 1622.00 | NIST | |
| Ip | Outlier 1602.00 | NIST | |
| Ip | 1621.00 | NIST | |
| Ip | 1629.00 | NIST | |
| Ip | 1610.00 | NIST | |
| Ip | Outlier 1596.00 | NIST | |
| Ip | 1632.00 | NIST | |
| Ip | 1640.00 | NIST | |
| Ip | 1632.00 | NIST | |
| Ip | 1639.00 | NIST | |
| Ip | 1632.00 | NIST | |
| Ip | 1628.00 | NIST | |
| Ip | 1620.00 | NIST | |
| Ip | 1621.00 | NIST | |
| Ip | 1619.00 | NIST | |
| Ip | 1632.00 | NIST | |
| Ip | 1620.00 | NIST | |
| Ip | 1612.00 | NIST | |
| Ip | 1644.00 | NIST | |
| Ip | 1638.00 | NIST | |
| Ip | 1636.00 | NIST | |
| Ip | 1623.00 | NIST | |
| Ip | Outlier 1602.00 | NIST | |
| Ip | 1626.00 | NIST | |
| Ip | 1622.00 | NIST | |
| Ip | 1627.00 | NIST | |
| Ip | 1635.00 | NIST | |
| Ip | Outlier 1597.00 | NIST | |
| Ip | 1665.00 | NIST | |
| Ip | Outlier 1602.00 | NIST | |
| Ip | Outlier 1601.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1630.00 | NIST | |
| Ip | 1630.00 | NIST | |
| Ip | 1617.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1646.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1626.00 | NIST | |
| Ip | 1621.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1647.00 | NIST | |
| Ip | 1642.00 | NIST | |
| Ip | 1647.00 | NIST | |
| Ip | 1647.00 | NIST | |
| Ip | 1647.00 | NIST | |
| Ip | 1647.00 | NIST | |
| Ip | 1647.00 | NIST | |
| Ip | 1647.00 | NIST | |
| Ip | Outlier 1603.00 | NIST | |
| Ip | 1622.00 | NIST | |
| Ip | 1627.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1619.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1615.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | Outlier 1667.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1626.00 | NIST | |
| Ip | 1645.00 | NIST | |
| Ip | Outlier 1603.00 | NIST | |
| Ip | 1624.00 | NIST | |
| Ip | 1620.00 | NIST | |
| Ip | 1623.00 | NIST | |
| Ip | 1635.00 | NIST | |
| Ip | 1648.00 | NIST | |
| Ip | 1646.00 | NIST | |
| Ip | 1647.00 | NIST | |
| Ip | 1619.00 | NIST | |
| Ip | 1627.00 | NIST | |
| Ip | Outlier 1603.00 | NIST | |
| Ip | Outlier 1602.00 | NIST | |
| Ip | 1632.00 | NIST | |
| Ip | 1628.00 | NIST | |
| Tboil | 493.70 | K | NIST |
| Tfus | 284.35 | 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.
Correlations
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [165.17; 466.92] | J/mol×K | [273.00; 1000.00] |
Joback Predicted correlation
|
| Equation | Y = A + B·T + C·T² + D·T³ + E·T⁴ Y is Cp,gas in J/mol×K, T in K | |||
| Coefficient A | -1.22380e+02 | |||
| Coefficient B | 1.37044e+00 | |||
| Coefficient C | -1.30464e-03 | |||
| Coefficient D | 5.23500e-07 | |||
| Coefficient E | 0.00000e+00 | |||
| Temperature range, min. | 273.00 | |||
| Temperature range, max. | 1000.00 | |||
| Cp,gas | 165.17 | J/mol×K | 273.00 | Calculated Property |
| Cp,gas | 222.34 | J/mol×K | 353.78 | Calculated Property |
| Cp,gas | 269.74 | J/mol×K | 434.56 | Calculated Property |
| Cp,gas | 309.03 | J/mol×K | 515.33 | Calculated Property |
| Cp,gas | 341.84 | J/mol×K | 596.11 | Calculated Property |
| Cp,gas | 369.85 | J/mol×K | 676.89 | Calculated Property |
| Cp,gas | 394.71 | J/mol×K | 757.67 | Calculated Property |
| Cp,gas | 418.07 | J/mol×K | 838.44 | Calculated Property |
| Cp,gas | 441.59 | J/mol×K | 919.22 | Calculated Property |
| Cp,gas | 466.92 | J/mol×K | 1000.00 | Calculated Property |
Similar Compounds
![Bicyclo[3.1.1]hept-2-ene-2-carboxaldehyde, 6,6-dimethyl-, (1S)-.](data:image/png;base64,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)
![(1aR,4aS,8aS)-4a,8,8-Trimethyl-1,1a,4,4a,5,6,7,8-octahydrocyclopropa[d]naphthalene-2-carbaldehyde.](data:image/png;base64,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)
![3-((1S,5S,6R)-2,6-Dimethylbicyclo[3.1.1]hept-2-en-6-yl)propanal.](data:image/png;base64,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)
Find more compounds similar to Bicyclo[3.1.1]hept-2-ene-2-carboxaldehyde, 6,6-dimethyl-.
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
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