![N-[(1,1-dimethylethoxy)carbonyl]-L-aspartic acid, 4-(phenylmethyl) ester](data:image/png;base64,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)
| Product Number | 4758-1-15 |
| Synonyms | Boc-L-aspartic acid 4-benzyl ester |
| Purity | 98 % |
| CAS | 7536-58-5 |
| MDL Number | MFCD00065564 |
| Molecular Formula | C16H21NO6 |
| Molecular Weight | 323.345 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4758-1-15
CAS: 7536-58-5
Molecule Weight: 323.345
Formula: C16H21NO6
PN: 4658-1-5D
CAS: 30925-18-9
Molecule Weight: 323.345
Formula: C16H21NO6
PN: 4658-H-S0
CAS: 161529-22-2
Molecule Weight: 419.259
Formula: C16H22INO4
PN: 4H56-1-05F
CAS: 138402-13-8
Molecule Weight: 279.292
Formula: C14H17NO5
PN: 4H58-1-463
CAS: 1427475-27-1
Molecule Weight: 293.319
Formula: C15H19NO5
PN: 4656-H-12
CAS: 643044-91-1
Molecule Weight: 433.286
Formula: C17H24INO4
![3-{[(Benzyloxy)carbonyl]amino}oxolane-3-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-48
CAS: 1262406-85-8
Molecule Weight: 265.265
Formula: C13H15NO5
Melting Point: 98-101 ℃
TSCA: Not listed on TSCA inventory
HTN: 2924.29.7690
EINECS: 231-406-8
