| Product Number | 8663-3-01 |
| Synonyms | 3-Amino-4-fluorophenyl methyl sulfone |
| CAS | 387358-51-2 |
| MDL Number | MFCD01941314 |
| Molecular Formula | C7H8FNO2S |
| Molecular Weight | 189.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8663-3-01
CAS: 387358-51-2
Molecule Weight: 189.2
Formula: C7H8FNO2S
![5-[(Difluoromethyl)sulfonyl]-2-fluoroaniline](data:image/png;base64,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)
PN: 8663-3-42
CAS: 2091370-09-9
Molecule Weight: 225.19
Formula: C7H6F3NO2S
PN: 8662-3-43
CAS: 914636-44-5
Molecule Weight: 189.2
Formula: C7H8FNO2S
PN: 8663-5-X5
CAS: 80213-28-1
Molecule Weight: 207.67
Formula: C7H10ClNO2S
PN: 8863-3-13
CAS: 74586-55-3
Molecule Weight: 189.2
Formula: C7H8FNO2S
PN: 8664-3-X4
CAS: 453-72-5
Molecule Weight: 219.19
Formula: C7H6FNO4S
PN: 8663-3-43
CAS: 1000339-65-0
Molecule Weight: 189.2
Formula: C7H8FNO2S
Melting Point: 70-72 ℃
TSCA: Not listed on TSCA inventory
