| Product Number | P612-A-09 |
| Synonyms | 1-(tert-Butoxycarbonyl)homopiperazine; tert-Butyl 1,4-diazepane-1-carboxylate |
| Purity | 97 % |
| CAS | 112275-50-0 |
| MDL Number | MFCD00276987 |
| Molecular Formula | C10H20N2O2 |
| Molecular Weight | 200.282 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: P612-A-09
CAS: 112275-50-0
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4H56-1-0M
CAS: 606931-01-5
Molecule Weight: 244.335
Formula: C12H24N2O3
PN: 4H56-1-03B
CAS: 1260422-99-8
Molecule Weight: 214.309
Formula: C11H22N2O2
![5-Methyl-2,5,8-triazaspiro[3.5]nonane, N-Boc-protected](data:image/png;base64,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)
PN: 4H56-1-422
CAS: 1823524-06-6
Molecule Weight: 241.335
Formula: C12H23N3O2
PN: 4H56-1-QY
CAS: 194032-42-3
Molecule Weight: 214.309
Formula: C11H22N2O2
![3-[4-(tert-Butoxycarbonyl)homopiperazin-1-yl]propanoic acid](data:image/png;base64,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)
PN: 4H58-1-349
CAS: 874801-64-6
Molecule Weight: 272.345
Formula: C13H24N2O4
PN: 4H56-1-ST
CAS: 169750-01-0
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4H56-1-RM
CAS: 392338-15-7
Molecule Weight: 200.282
Formula: C10H20N2O2
Boiling Point: 90 ℃
Refractive Index: 1.47
Density: 1.02
Flash Point: 110 ℃
Hazard Statement: H302-H312-H332-H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2933.99.9700