| Product Number | 4H51-1-S0 |
| Synonyms | (3S)-3-[(2-Methylprop-1-yl)amino]piperidine, N1-Boc protected; tert-Butyl (3S)-3-[(2-methylprop-1-yl)amino]piperidine-1-carboxylate; (3S)-1-(tert-Butoxycarbonyl)-3-[(2-methylprop-1-yl)amino]piperidine |
| CAS | 1027346-21-9 |
| MDL Number | MFCD19381684 |
| Molecular Formula | C14H28N2O2 |
| Molecular Weight | 256.39 |
| Units | Price (USD) | Availability |
|---|
PN: 4H51-1-S0
CAS: 1027346-21-9
Molecule Weight: 256.39
Formula: C14H28N2O2
PN: 4H51-1-S9
CAS: 1163286-38-1
Molecule Weight: 242.363
Formula: C13H26N2O2
PN: 4H51-1-R9
CAS: 1163285-65-1
Molecule Weight: 228.336
Formula: C12H24N2O2
![3-Boc-3,8-diazabicyclo[4.2.0]octane](data:image/png;base64,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)
PN: 4H56-1-162
CAS: 928754-14-7
Molecule Weight: 212.293
Formula: C11H20N2O2
![(1S,6R)-3-Boc-3,8-diazabicyclo[4.2.0]octane](data:image/png;base64,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)
PN: 4H56-1-195
CAS: 370881-96-2
Molecule Weight: 212.293
Formula: C11H20N2O2
![(1R,6S)-3-Boc-3,8-diazabicyclo[4.2.0]octane](data:image/png;base64,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)
PN: 4H56-1-196
CAS: 370882-99-8
Molecule Weight: 212.293
Formula: C11H20N2O2
PN: 4H56-1-XW
CAS: 392331-89-4
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-1-319
CAS: 912368-73-1
Molecule Weight: 214.309
Formula: C11H22N2O2
TSCA: Not listed on TSCA inventory