| Product Number | 4158-1-RF |
| Synonyms | Boc-L-beta-homovaline |
| Purity | 98 % |
| CAS | 183990-64-9 |
| MDL Number | MFCD01076232 |
| Molecular Formula | C11H21NO4 |
| Molecular Weight | 231.292 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4158-1-RF
CAS: 183990-64-9
Molecule Weight: 231.292
Formula: C11H21NO4
PN: 4156-1-2F
CAS: 248924-39-2
Molecule Weight: 231.292
Formula: C11H21NO4
PN: 4158-1-54
CAS: 557091-78-8
Molecule Weight: 217.265
Formula: C10H19NO4
PN: 4158-1-51
CAS: 776330-51-9
Molecule Weight: 259.346
Formula: C13H25NO4
PN: 4158-1-53
CAS: 282524-95-2
Molecule Weight: 231.292
Formula: C11H21NO4
PN: 4258-1-23
CAS: 249762-02-5
Molecule Weight: 229.276
Formula: C11H19NO4
![[2,2-Dimethyl-1-(2-oxoethyl)propyl]carbamic acid tert-butyl ester](data:image/png;base64,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)
PN: 4156-1-84
CAS: 892874-26-9
Molecule Weight: 229.32
Formula: C12H23NO3
PN: 4158-1-52
CAS: 676348-90-6
Molecule Weight: 245.319
Formula: C12H23NO4
Melting Point: 115-120 ℃
TSCA: Not listed on TSCA inventory