| Product Number | 3H30-1-Z1 |
| Synonyms | 3-(4-Methylpiperazin-1-yl)propylamine; 1-Amino-3-(4-methylpiperazin-1-yl)propane |
| Purity | 98 % |
| CAS | 4572-03-6 |
| MDL Number | MFCD00014616 |
| Molecular Formula | C8H19N3 |
| Molecular Weight | 157.261 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-1-Z1
CAS: 4572-03-6
Molecule Weight: 157.261
Formula: C8H19N3
PN: 3H30-1-H5
CAS: 7209-38-3
Molecule Weight: 200.33
Formula: C10H24N4
PN: 3H30-5-4Q
CAS: 1980033-88-2
Molecule Weight: 273.25
Formula: C10H26Cl2N4
PN: 3H30-5-9S
CAS: 52198-67-1
Molecule Weight: 252.61
Formula: C7H20Cl3N3
PN: 3H32-1-P9
CAS: 22764-55-2
Molecule Weight: 199.342
Formula: C11H25N3
![1-[3-(Dimethylamino)prop-1-yl]piperazine](data:image/png;base64,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)
PN: 3H32-1-F7
CAS: 877-96-3
Molecule Weight: 171.288
Formula: C9H21N3
![3-[4-(Propan-2-yl)piperazin-1-yl]propan-1-amine](data:image/png;base64,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)
PN: 3H30-1-59
CAS: 4553-26-8
Molecule Weight: 185.315
Formula: C10H23N3
PN: 3H32-1-P6
CAS: 827614-51-7
Molecule Weight: 227.396
Formula: C13H29N3
Boiling Point: 113-114 ℃
Density: 0.924
DOT/IATA/IMDG: UN 2735 - HC 8 - PG III
TSCA: Not listed on TSCA inventory
EINECS: 224-954-4