| Product Number | 4H55-5-02 |
| Synonyms | 3-[(Piperazin-1-yl)methyl]nitrobenzene dihydrochloride |
| Purity | 97 % |
| CAS | 827614-55-1 |
| MDL Number | MFCD04972580 |
| Molecular Formula | C11H17Cl2N3O2 |
| Molecular Weight | 294.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H55-5-02
CAS: 827614-55-1
Molecule Weight: 294.18
Formula: C11H17Cl2N3O2
PN: 4H54-1-65
CAS: 198281-54-8
Molecule Weight: 235.287
Formula: C12H17N3O2
PN: 4H54-1-9S
CAS: 1276383-00-6
Molecule Weight: 249.314
Formula: C13H19N3O2
PN: 4655-1-63
CAS: 15184-95-9
Molecule Weight: 180.207
Formula: C9H12N2O2
![1-[(3-Nitrophenyl)carbonyl]piperazine](data:image/png;base64,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)
PN: 4H54-1-23
CAS: 341529-34-8
Molecule Weight: 235.243
Formula: C11H13N3O3
PN: 4655-1-0S
CAS: 19499-61-7
Molecule Weight: 166.18
Formula: C8H10N2O2
PN: 4755-1-24
CAS: 697305-65-0
Molecule Weight: 194.234
Formula: C10H14N2O2
PN: 4H54-1-82
CAS: 203047-33-0
Molecule Weight: 321.377
Formula: C16H23N3O4
TSCA: Not listed on TSCA inventory