Febuxostat 67M-1
Based on 1 Customer Validation
Febuxostat 67M-1 is an active metabolite of Febuxostat (HY-14268). Febuxostat 67M-1 retains inhibitory activity against Xanthine Oxidase, but its plasma concentration is much lower than that of Febuxostat. Febuxostat 67M-1 can be used in the research of hyperuricemia.
For research use only. We do not sell to patients.
- Purity : 95.13%
- CAS No.: 887945-96-2
- Formula: C16H16N2O4S
- Molecular Weight:332.37
-
Storage:Powder -20°C, 3 years , 4°C, 2 years ; In solvent -80°C, 6 months , -20°C, 1 month
Biological Activity
Description
Chemical Information
-
CAS No. 887945-96-2
-
Appearance Solid
-
Molecular Weight 332.37
-
Formula C16H16N2O4S
-
Color White to off-white
-
SMILES
O=C(C1=C(C)N=C(C2=CC=C(OCC(C)CO)C(C#N)=C2)S1)O
-
Shipping
Room temperature in continental US; may vary elsewhere.
-
Storage
Powder -20°C 3 years 4°C 2 years In solvent -80°C 6 months -20°C 1 month
Protocols
-
Protocol for Pharmacokinetic Study
Pharmacokinetic studies quantify how an organism handles a drug over time through absorption, distribution, metabolism, and excretion, and the core experimental readout is the concentration-time profile of parent drug and, when relevant, metabolites in biological matrices such as plasma, whole blood, urine, bile, or tissue. Pharmacokinetic analysis links dose, route, exposure, clearance, half-life, distribution, bioavailability, and systemic exposure to drug efficacy and toxicity hypotheses rather than measuring a signaling pathway directly. The literature links pharmacokinetics to drug-development phenotypes by showing that drug metabolism and pharmacokinetics influence compound progression, exposure-response interpretation, safety margins, dosing strategy, and failure risk during discovery and development. DMPK science contributes to compound optimization by integrating physicochemical properties, in vitro metabolism, transporter behavior, in vivo exposure, and pharmacodynamic contex
Purity & Documentation
References
Calculators
Concentration (start) × Volume (start) = Concentration (final) × Volume (final)