| Product Number | 3H31-5-S1 |
| Synonyms | (3S)-3-[(Prop-2-yl)amino]piperidine dihydrochloride; (3S)-N-(Prop-2-yl)piperidin-3-amine dihydrochloride; (3S)-N-Isopropylpiperidin-3-amine dihydrochloride |
| CAS | 1338222-23-3 |
| MDL Number | MFCD19381683 |
| Molecular Formula | C8H20Cl2N2 |
| Molecular Weight | 215.16 |
| Units | Price (USD) | Availability |
|---|
PN: 3H31-5-S1
CAS: 1338222-23-3
Molecule Weight: 215.16
Formula: C8H20Cl2N2
PN: 3H31-5-R1
CAS: 1332765-97-5
Molecule Weight: 201.14
Formula: C7H18Cl2N2
PN: 3H33-5-0S
CAS: 127294-77-3
Molecule Weight: 187.11
Formula: C6H16Cl2N2
PN: 3H31-5-S2
CAS: 1338222-25-5
Molecule Weight: 229.19
Formula: C9H22Cl2N2
PN: 3H30-5-R1
CAS: 334618-23-4
Molecule Weight: 173.08
Formula: C5H14Cl2N2
PN: 3H30-5-V8
CAS: 334618-07-4
Molecule Weight: 173.08
Formula: C5H14Cl2N2
TSCA: Not listed on TSCA inventory
![2,5-Diazabicyclo[2.2.2]octane](data:image/png;base64,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)