| Product Number | 8H15-1-15 |
| Synonyms | 2-(Thiomorpholin-4-yl)pyridine-4-carboxaldehyde |
| Purity | 97 % |
| CAS | 898289-24-2 |
| MDL Number | MFCD09702361 |
| Molecular Formula | C10H12N2OS |
| Molecular Weight | 208.28 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H15-1-15
CAS: 898289-24-2
Molecule Weight: 208.28
Formula: C10H12N2OS
PN: 8H23-1-12
CAS: 898289-26-4
Molecule Weight: 238.31
Formula: C11H14N2O2S
![[2-(Thiomorpholin-4-yl)pyridin-4-yl]methanol](data:image/png;base64,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)
PN: 8H01-1-14
CAS: 898289-25-3
Molecule Weight: 210.3
Formula: C10H14N2OS
![4-[(Methylamino)methyl]-2-(thiomorpholin-4-yl)pyridine](data:image/png;base64,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)
PN: 7H31-1-10
CAS: 906352-66-7
Molecule Weight: 223.34
Formula: C11H17N3S
PN: 8H15-1-0B
CAS: 886360-66-3
Molecule Weight: 208.28
Formula: C10H12N2OS
PN: 4H15-1-H1
CAS: 898289-23-1
Molecule Weight: 176.219
Formula: C10H12N2O
TSCA: Not listed on TSCA inventory