Azaserine (Standard)
Bamethan (hemisulfate) (Standard) is the analytical standard of Bamethan (hemisulfate). This product is intended for research and analytical applications. Bamethan (DL-Bamethane) hemisulfate is a vasodilator that exhibits significant activity in enhancing blood flow and reducing vascular resistance. Bamethan hemisulfate plays a crucial role in the treatment of cardiovascular conditions by improving oxygen delivery to tissues. Bamethan hemisulfate also aids in the management of hypertension through its relaxing effects on blood vessels.
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- CAS No.: 115-02-6
- Formule: C5H7N3O4
- Masse moléculaire:173.13
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Stockage:
Please store the product under the recommended conditions in the Certificate of Analysis.
Product Information
The compound is the grade of analytical standard, which is the reference standard supplied assay. It is commonly used in qualitative, quantitative and methodological research experiments in HPLC, GC and MS.
Chemical Information
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CAS No. 115-02-6
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Masse moléculaire 173.13
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Formule C5H7N3O4
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SMILES
N[C@@H](COC(C=[N+]=[N-])=O)C(O)=O
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Synonyms
CI-337 (Standard); O-Diazoacetyl-L-serine (Standard); P-165 (Standard)
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Livraison
Room temperature in continental US; may vary elsewhere.
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Stockage
Please store the product under the recommended conditions in the Certificate of Analysis.
Pureté et documentation
Références
[1]. Longnecker DS, Curphey TJ. Adenocarcinoma of the pancreas in azaserine-treated rats. Cancer Res. 1975 Aug;35(8):2249-58. [Content Brief]
[3]. Williams MV, Tritz GJ. Studies on the modes of action of azaserine inhibition of Escherichia coli. Potentiation of phenylalanine reversal. J Antimicrob Chemother. 1977 Jan;3(1):65-77. [Content Brief]
[4]. Catane R, et al. Azaserine, DON, and azotomycin: three diazo analogs of L-glutamine with clinical antitumor activity. Cancer Treat Rep. 1979 Jun;63(6):1033-8. [Content Brief]
[5]. Lyons SD, et al. Cytotoxic mechanisms of glutamine antagonists in mouse L1210 leukemia. J Biol Chem. 1990 Jul 5;265(19):11377-81. [Content Brief]
Calculators
Concentration (start) × Volume (start) = Concentration (final) × Volume (final)