| Product Number | 4H56-1-PZ |
| Synonyms | 1-(Phenoxyacetyl)piperazine; 1-[2-Oxo-2-(piperazin-1-yl)ethoxy]benzene |
| CAS | 92114-37-9 |
| MDL Number | MFCD01909483 |
| Molecular Formula | C12H16N2O2 |
| Molecular Weight | 220.272 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-PZ
CAS: 92114-37-9
Molecule Weight: 220.272
Formula: C12H16N2O2
PN: 4H48-5-43
CAS: 1176419-70-7
Molecule Weight: 256.73
Formula: C12H17ClN2O2
PN: 4H56-5-17
CAS: 143999-89-7
Molecule Weight: 270.76
Formula: C13H19ClN2O2
![1-[(3-Methylphenoxy)acetyl]piperazine](data:image/png;base64,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)
PN: 4H30-1-42
CAS: 143999-87-5
Molecule Weight: 234.299
Formula: C13H18N2O2
PN: 4H56-1-EX
CAS: 13484-37-2
Molecule Weight: 206.289
Formula: C12H18N2O
TSCA: Not listed on TSCA inventory