| Product Number | 4H54-1-78 |
| Synonyms | trans-3-(3-Nitro-4-piperidin-1-ylphenyl)acrylic acid |
| CAS | 300541-92-8 |
| MDL Number | MFCD00831763 |
| Molecular Formula | C14H16N2O4 |
| Molecular Weight | 276.292 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-1-78
CAS: 300541-92-8
Molecule Weight: 276.292
Formula: C14H16N2O4
PN: 4H54-1-BK
CAS: 175278-41-8
Molecule Weight: 262.265
Formula: C13H14N2O4
PN: 4954-1-55
CAS: 300665-16-1
Molecule Weight: 290.319
Formula: C15H18N2O4
![Methyl 3-[3-nitro-4-(1-pyrrolidinyl)phenyl]acrylate](data:image/png;base64,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)
PN: 4H54-1-B9
CAS: 300665-21-8
Molecule Weight: 276.292
Formula: C14H16N2O4
![3-[4-(Morpholin-4-yl)-3-nitrophenyl]acrylic acid](data:image/png;base64,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)
PN: 4H56-1-5W
CAS: 300541-93-9
Molecule Weight: 278.264
Formula: C13H14N2O5
PN: 4954-1-56
CAS: 300665-17-2
Molecule Weight: 292.291
Formula: C14H16N2O5
PN: 4H54-1-T5
CAS: 39911-29-0
Molecule Weight: 234.255
Formula: C12H14N2O3
![4'-[4-(2-Methoxyphenyl)-1-piperidinyl]-3'-nitrocinnamic acid](data:image/png;base64,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)
PN: 4H54-1-P6
CAS: 301334-95-2
Molecule Weight: 382.416
Formula: C21H22N2O5
Melting Point: 212-214 ℃
TSCA: Not listed on TSCA inventory