| Product Number | 3H31-5-S2 |
| Synonyms | (3S)-3-[(2-Methylprop-1-yl)amino]piperidine dihydrochloride; (3S)-N-(2-Methylprop-1-yl)piperidin-3-amine dihydrochloride; (3S)-N-Isobutylpiperidin-3-amine dihydrochloride |
| CAS | 1338222-25-5 |
| MDL Number | MFCD19381685 |
| Molecular Formula | C9H22Cl2N2 |
| Molecular Weight | 229.19 |
| Units | Price (USD) | Availability |
|---|
PN: 3H31-5-S2
CAS: 1338222-25-5
Molecule Weight: 229.19
Formula: C9H22Cl2N2
PN: 3H31-5-R1
CAS: 1332765-97-5
Molecule Weight: 201.14
Formula: C7H18Cl2N2
PN: 3H31-5-S1
CAS: 1338222-23-3
Molecule Weight: 215.16
Formula: C8H20Cl2N2
PN: 3H33-5-0S
CAS: 127294-77-3
Molecule Weight: 187.11
Formula: C6H16Cl2N2
![(1S,6R)-3-Methyl-3,8-diazabicyclo[4.2.0]octane](data:image/png;base64,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)
PN: 3H31-1-9H
CAS: 1434127-03-3
Molecule Weight: 126.203
Formula: C7H14N2
![(1R,6S)-3-Methyl-3,8-diazabicyclo[4.2.0]octane](data:image/png;base64,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)
PN: 3H31-1-9J
CAS: 1434126-84-7
Molecule Weight: 126.203
Formula: C7H14N2
TSCA: Not listed on TSCA inventory