| Product Number | 4758-1-0B |
| Synonyms | (2S)-2-{[(Benzyloxy)carbonyl]amino}-3-phenylpropanoic acid; Z-Phe-OH; N-[(Benzyloxy)carbonyl]-L-phenylalanine |
| CAS | 1161-13-3 |
| MDL Number | MFCD00020418 |
| Molecular Formula | C17H17NO4 |
| Molecular Weight | 299.326 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4758-1-0B
CAS: 1161-13-3
Molecule Weight: 299.326
Formula: C17H17NO4
PN: 4758-1-00
CAS: 1164-16-5
Molecule Weight: 315.325
Formula: C17H17NO5
PN: 4656-1-SR
CAS: 6372-14-1
Molecule Weight: 285.343
Formula: C17H19NO3
![N-[(Benzyloxy)carbonyl]-D-tyrosine dicyclohexylamine](data:image/png;base64,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)
PN: 4658-1-X4
CAS: 64205-13-6
Molecule Weight: 496.648
Formula: C29H40N2O5
PN: 4H58-1-356
CAS: 114873-14-2
Molecule Weight: 279.336
Formula: C15H21NO4
PN: 4758-1-55
CAS: 114873-06-2
Molecule Weight: 279.336
Formula: C15H21NO4
Melting Point: 85-90 ℃
TSCA: Not listed on TSCA inventory
