| Product Number | 2116-2-13 |
| Synonyms | 2,3,3,3-Tetrafluoro-2-{1,1,2,2,3,3-hexafluoro-3-[(1,1,1,2,3-pentafluoro-3-oxopropan-2-yl)oxy]propoxy}propanoyl fluoride; EDAF(M) |
| Purity | 97 % |
| CAS | 13140-21-1 |
| MDL Number | MFCD32200776 |
| Molecular Formula | C9F16O4 |
| Molecular Weight | 476.069 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2116-2-13
CAS: 13140-21-1
Molecule Weight: 476.069
Formula: C9F16O4
PN: 2116-2-31
CAS: 2062-98-8
Molecule Weight: 332.045
Formula: C6F12O2
PN: 2116-2-36
CAS: 65208-35-7
Molecule Weight: 332.045
Formula: C6F12O2
![Methyl perfluoro[5-(fluoroformyl)-4-oxahexanoate]](data:image/png;base64,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)
PN: 2123-2-00
CAS: 69116-72-9
Molecule Weight: 322.083
Formula: C7H3F9O4
PN: 2122-2-28
CAS:
Molecule Weight: 548.267
Formula: C9F14K2O6
PN: 2316-2-03
CAS: 14107-69-8
Molecule Weight: 410.063
Formula: C8F14O3
PN: 2116-2-0C
CAS: 2479-75-6
Molecule Weight: 398.052
Formula: C7F14O3
PN: 2116-2-32
CAS: 2641-34-1
Molecule Weight: 498.067
Formula: C9F18O3
Boiling Point: 118-120 ℃
DOT/IATA/IMDG: UN 2922 - HC 8(6.1) - PG II
Hazard Statement: H301-H311-H314-H318-H331-H335
TSCA: Not listed on TSCA inventory