| Product Number | 8H63-1-47 |
| Synonyms | 1-[2-Amino-4-(methylsulfonyl)phenyl]piperidine |
| CAS | 849035-90-1 |
| MDL Number | MFCD04037964 |
| Molecular Formula | C12H18N2O2S |
| Molecular Weight | 254.35 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H63-1-47
CAS: 849035-90-1
Molecule Weight: 254.35
Formula: C12H18N2O2S
PN: 8H63-1-48
CAS: 942474-77-3
Molecule Weight: 298.4
Formula: C14H22N2O3S
PN: 8H63-1-62
CAS: 942474-53-5
Molecule Weight: 254.35
Formula: C12H18N2O2S
PN: 8H63-1-68
CAS: 942474-43-3
Molecule Weight: 270.35
Formula: C12H18N2O3S
![1-[4-(Ethylsulfonyl)-2-nitrophenyl]piperidine](data:image/png;base64,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)
PN: 8H63-1-52
CAS: 942474-62-6
Molecule Weight: 298.36
Formula: C13H18N2O4S
PN: 8H63-5-25
CAS: 1170534-84-5
Molecule Weight: 334.82
Formula: C13H19ClN2O4S
![1-[4-(Methylsulfonyl)phenyl]-3-methylpiperazine](data:image/png;base64,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)
PN: 8H63-1-82
CAS: 942474-66-0
Molecule Weight: 254.35
Formula: C12H18N2O2S
Melting Point: 128-129 ℃
TSCA: Not listed on TSCA inventory