| Product Number | 3H30-1-3X |
| Synonyms | 1-(4-Aminobenzyl)piperidine |
| Purity | 97 % |
| CAS | 29608-05-7 |
| MDL Number | MFCD03422516 |
| Molecular Formula | C12H18N2 |
| Molecular Weight | 190.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-1-3X
CAS: 29608-05-7
Molecule Weight: 190.29
Formula: C12H18N2
PN: 3H30-5-2N
CAS: 866956-98-1
Molecule Weight: 212.72
Formula: C11H17ClN2
PN: 3H30-5-5U
CAS: 866954-94-1
Molecule Weight: 249.18
Formula: C11H18Cl2N2
PN: 4H49-1-X8
CAS: 879896-46-5
Molecule Weight: 216.284
Formula: C13H16N2O
PN: 3H30-1-UL
CAS: 19577-83-4
Molecule Weight: 190.29
Formula: C12H18N2
![3-[(Piperidin-1-yl)methyl]aniline](data:image/png;base64,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)
PN: 3H30-1-Q6
CAS: 93138-55-7
Molecule Weight: 190.29
Formula: C12H18N2
PN: 3H30-5-3F
CAS: 1204810-58-1
Molecule Weight: 292.25
Formula: C13H23Cl2N3
Melting Point: 87-88 ℃
TSCA: Not listed on TSCA inventory
