| Product Number | 4H44-H-X1 |
| Synonyms | 4-[(4-Iodophenyl)methyl]morpholine |
| CAS | 299159-27-6 |
| MDL Number | MFCD04974051 |
| Molecular Formula | C11H14INO |
| Molecular Weight | 303.143 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H44-H-X1
CAS: 299159-27-6
Molecule Weight: 303.143
Formula: C11H14INO
PN: 4H44-H-01
CAS: 156333-95-8
Molecule Weight: 303.143
Formula: C11H14INO
PN: 4H56-H-Y2
CAS: 731812-03-6
Molecule Weight: 303.143
Formula: C11H14INO
PN: 4H56-1-WV
CAS: 91271-84-0
Molecule Weight: 206.289
Formula: C12H18N2O
PN: 4H37-1-2K
CAS: 37812-51-4
Molecule Weight: 202.257
Formula: C12H14N2O
PN: 3732-H-05
CAS: 914636-94-5
Molecule Weight: 289.16
Formula: C11H16IN
![N-Methyl-N-[3-(morpholin-4-ylmethyl)benzyl]amine](data:image/png;base64,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)
PN: 4H31-1-31
CAS: 857283-92-2
Molecule Weight: 220.316
Formula: C13H20N2O
Melting Point: 83-84 ℃
TSCA: Not listed on TSCA inventory
