| Product Number | 3H32-1-V5 |
| Synonyms | 1-(2-Phenylethyl)-1,4-diazepane |
| Purity | 98 % |
| CAS | 40389-67-1 |
| MDL Number | MFCD01320894 |
| Molecular Formula | C13H20N2 |
| Molecular Weight | 204.317 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-1-V5
CAS: 40389-67-1
Molecule Weight: 204.317
Formula: C13H20N2
PN: 3H30-1-4W
CAS: 775349-54-7
Molecule Weight: 219.332
Formula: C13H21N3
![1-[2-(4-Fluorophenyl)ethyl]piperazine dihydrochloride](data:image/png;base64,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)
PN: 3H32-7-1W
CAS: 113240-18-9
Molecule Weight: 281.2
Formula: C12H19Cl2FN2
TSCA: Not listed on TSCA inventory
