| Product Number | 8169-3-09 |
| Synonyms | N-Ethyl-1,1,2,2,3,3,4,4,5,5,6,6,6-tridecafluoro-1-Hexanesulfonamide |
| Purity | 97 % |
| CAS | 87988-56-5 |
| MDL Number | MFCD31561022 |
| Molecular Formula | C8H6F13NO2S |
| Molecular Weight | 427.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 250 mg | 108 | In Stock | |
| 1 g | 250 | In Stock | |
| 5 g | 422 | In Stock | |
| Bulk | Contact for Price | In Stock |
PN: 8169-3-09
CAS: 87988-56-5
Molecule Weight: 427.18
Formula: C8H6F13NO2S
PN: 8169-3-01
CAS: 4151-50-2
Molecule Weight: 527.2
Formula: C10H6F17NO2S
PN: 8169-3-17
CAS: 87988-64-5
Molecule Weight: 541.22
Formula: C11H8F17NO2S
PN: 8389-3-00
CAS: 423-86-9
Molecule Weight: 539.21
Formula: C11H6F17NO2S
PN: 8169-3-14
CAS: 68259-15-4
Molecule Weight: 413.15
Formula: C7H4F13NO2S
PN: 8169-3-27
CAS: 31506-34-0
Molecule Weight: 555.25
Formula: C12H10F17NO2S
PN: 8169-3-05
CAS: 31506-32-8
Molecule Weight: 513.17
Formula: C9H4F17NO2S
![N-[3-(dimethylamino)propyl]-(perfluorohexane-1-sulfonamide)](data:image/png;base64,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)
PN: 8169-3-55
CAS: 50598-28-2
Molecule Weight: 484.28
Formula: C11H13F13N2O2S
Melting Point: 66-69 ℃
Hazard Statement: H302-H315-H319-H335
TSCA: Not listed on TSCA inventory