Edaravone-d5
Based on 1 Customer Validation
Edaravone-d5 is a deuterium labeled Edaravone. Edaravone is a strong novel free radical scavenger, and inhibits MMP-9-related brain hemorrhage in rats treated with tissue plasminogen activator.
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- Pureté: 99.52%
- CAS No.: 1228765-67-0
- Formule: C10H5D5N2O
- Masse moléculaire:179.23
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Stockage:Powder -20°C, 3 years , 4°C, 2 years ; In solvent -80°C, 6 months , -20°C, 1 month
Activité biologique
1. This compound can be used as a tracer
2. This compound can be used as an internal standard for quantitative analysis by NMR, GC-MS, or LC-MS.
Chemical Information
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CAS No. 1228765-67-0
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Unlabeled Cas 89-25-8
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Appearance Solid
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Masse moléculaire 179.23
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Formule C10H5D5N2O
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Color Off-white to light yellow
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SMILES
O=C1N(C2=C([2H])C([2H])=C([2H])C([2H])=C2[2H])N=C(C)C1
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Synonyms
MCI-186-d5
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Livraison
Room temperature in continental US; may vary elsewhere.
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Stockage
Powder -20°C 3 years 4°C 2 years In solvent -80°C 6 months -20°C 1 month
Pureté et documentation
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Fiche technique (271 KB)
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SDS (393 KB)
- English - EN (393 KB)
- Français - FR (393 KB)
- Deutsch - DE (393 KB)
- Norwegian - NO (393 KB)
- Español - ES (393 KB)
- Swedish - SV (393 KB)
- Italian - IT (393 KB)
- Korean - KR (393 KB)
- Portuguese - PT (393 KB)
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Instruction de manipulation (2659 KB)
Références
[1]. Yoshida, H., et al. Neuroprotective effects of edaravone: a novel free radical scavenger in cerebrovascular injury. CNS Drug Rev, 2006. 12(1): p. 9-20. [Content Brief]
[2]. Okamura, K., et al. Edaravone, a free radical scavenger, attenuates cerebral infarction and hemorrhagic infarction in rats with hyperglycemia. Neurol Res, 2013. [Content Brief]
[3]. Garcia CA, et al. Edaravone reduces astrogliosis and apoptosis in young rats with kaolin-induced hydrocephalus. Childs Nerv Syst. 2016 Dec 17. [Epub ahead of print] [Content Brief]
[4]. Bai X, et al. Protective Effect of Edaravone on Glutamate-Induced Neurotoxicity in Spiral Ganglion Neurons. Neural Plast. 2016;2016:4034218. Epub 2016 Nov 10. [Content Brief]
Calculators
Concentration (start) × Volume (start) = Concentration (final) × Volume (final)