![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).
- 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).
- Inp : Non-polar retention indices.
- I : Polar retention indices.
- 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° | 50.33 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -154.66 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 13.72 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 44.07 | kJ/mol | Joback Calculated Property |
| log10WS | -2.21 | Crippen Calculated Property | |
| logPoct/wat | 2.178 | Crippen Calculated Property | |
| McVol | 127.310 | ml/mol | McGowan Calculated Property |
| Pc | 3135.00 | kPa | Joback Calculated Property |
| Inp | [1151.00; 1223.00] |
|
|
| 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 | 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 | 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 | 1190.00 | NIST | |
| Inp | 1187.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1170.00 | NIST | |
| Inp | 1172.00 | NIST | |
| Inp | 1188.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | 1166.00 | NIST | |
| Inp | 1165.00 | NIST | |
| Inp | 1174.00 | NIST | |
| Inp | 1167.00 | NIST | |
| Inp | 1171.00 | NIST | |
| Inp | 1194.00 | NIST | |
| Inp | 1195.00 | NIST | |
| Inp | 1178.00 | NIST | |
| Inp | 1192.00 | NIST | |
| Inp | 1191.00 | NIST | |
| Inp | 1169.00 | NIST | |
| I | [1596.00; 1667.00] |
|
|
| I | 1612.00 | NIST | |
| I | 1619.00 | NIST | |
| I | 1627.00 | NIST | |
| I | 1634.00 | NIST | |
| I | 1626.00 | NIST | |
| I | 1622.00 | NIST | |
| I | Outlier 1602.00 | NIST | |
| I | 1621.00 | NIST | |
| I | 1629.00 | NIST | |
| I | 1610.00 | NIST | |
| I | Outlier 1596.00 | NIST | |
| I | 1632.00 | NIST | |
| I | 1640.00 | NIST | |
| I | 1632.00 | NIST | |
| I | 1639.00 | NIST | |
| I | 1632.00 | NIST | |
| I | 1628.00 | NIST | |
| I | 1620.00 | NIST | |
| I | 1621.00 | NIST | |
| I | 1619.00 | NIST | |
| I | 1632.00 | NIST | |
| I | 1620.00 | NIST | |
| I | 1612.00 | NIST | |
| I | 1644.00 | NIST | |
| I | 1638.00 | NIST | |
| I | 1636.00 | NIST | |
| I | 1623.00 | NIST | |
| I | Outlier 1602.00 | NIST | |
| I | 1626.00 | NIST | |
| I | 1622.00 | NIST | |
| I | 1627.00 | NIST | |
| I | 1635.00 | NIST | |
| I | Outlier 1597.00 | NIST | |
| I | 1665.00 | NIST | |
| I | Outlier 1602.00 | NIST | |
| I | Outlier 1601.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1630.00 | NIST | |
| I | 1630.00 | NIST | |
| I | 1617.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1646.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1626.00 | NIST | |
| I | 1621.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1647.00 | NIST | |
| I | 1642.00 | NIST | |
| I | 1647.00 | NIST | |
| I | 1647.00 | NIST | |
| I | 1647.00 | NIST | |
| I | 1647.00 | NIST | |
| I | 1647.00 | NIST | |
| I | 1647.00 | NIST | |
| I | Outlier 1603.00 | NIST | |
| I | 1622.00 | NIST | |
| I | 1627.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1619.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1615.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | Outlier 1667.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1648.00 | NIST | |
| I | 1626.00 | NIST | |
| I | 1645.00 | NIST | |
| I | Outlier 1603.00 | NIST | |
| I | 1624.00 | NIST | |
| I | 1619.00 | NIST | |
| I | Outlier 1602.00 | NIST | |
| I | 1632.00 | NIST | |
| I | 1628.00 | NIST | |
| I | 1627.00 | NIST | |
| I | 1648.00 | NIST | |
| I | Outlier 1603.00 | NIST | |
| I | 1620.00 | NIST | |
| I | 1623.00 | NIST | |
| I | 1635.00 | NIST | |
| I | 1646.00 | NIST | |
| I | 1647.00 | NIST | |
| Tboil | 493.70 | K | NIST |
| Tc | 708.63 | K | Joback Calculated Property |
| Tfus | 309.76 | K | Joback Calculated Property |
| Vc | 0.501 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [299.50; 379.90] | J/mol×K | [494.32; 708.63] |
|
| Cp,gas | 299.50 | J/mol×K | 494.32 | Joback Calculated Property |
| Cp,gas | 315.43 | J/mol×K | 530.04 | Joback Calculated Property |
| Cp,gas | 330.16 | J/mol×K | 565.76 | Joback Calculated Property |
| Cp,gas | 343.83 | J/mol×K | 601.47 | Joback Calculated Property |
| Cp,gas | 356.59 | J/mol×K | 637.19 | Joback Calculated Property |
| Cp,gas | 368.56 | J/mol×K | 672.91 | Joback Calculated Property |
| Cp,gas | 379.90 | J/mol×K | 708.63 | Joback Calculated Property |
Similar Compounds
![(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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)
![(1S,4R,5S)-1-Methyl-4-(prop-1-en-2-yl)spiro[4.5]dec-7-ene-8-carbaldehyde.](data:image/png;base64,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)
![(1R)-2,6,6-Trimethylbicyclo[3.1.1]hept-2-ene.](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
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