| Product Number | 4H58-5-S1 |
| Synonyms | (2S)-1-{[(9H-Fluoren-9-yl)methoxy]carbonyl}piperazine-2-carboxylic acid hydrochloride hemihydrate; (2S)-2-Carboxy-1-{[(9H-fluoren-9-yl)methoxy]carbonyl}piperazine hydrochloride hemihydrate |
| Purity | 97 % |
| CAS | 915707-72-1 |
| MDL Number | MFCD27975436 |
| Molecular Formula | C20H23ClN2O5 |
| Molecular Weight | 406.86 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-5-S1
CAS: 915707-72-1
Molecule Weight: 406.86
Formula: C20H23ClN2O5
PN: 4H58-1-00
CAS: 183742-23-6
Molecule Weight: 452.507
Formula: C25H28N2O6
![4-[(Allyloxy)carbonyl]piperazine-2-carboxylic acid, N1-Fmoc 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)
PN: 4H58-1-99
CAS: 898289-65-1
Molecule Weight: 436.464
Formula: C24H24N2O6
PN: 4H58-1-0A
CAS: 218278-58-1
Molecule Weight: 452.507
Formula: C25H28N2O6
PN: 4658-1-6P
CAS: 1362858-88-5
Molecule Weight: 325.364
Formula: C19H19NO4
Melting Point: 199.5-201 ℃
TSCA: Not listed on TSCA inventory
