Pikamilone

Catalog No.: A17608
neuroprotection
Nicotinoyl-GABA is an antioxidant agent in neuroprotection treatment.
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Product Name Price Stock Qty
Pikamilone 500mg
Special Price $40.00 Regular Price $50.00
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Important Notice: For research use only. We do not sell to patients.

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Adooq Products cited in reputable paper
Adooq's Pikamilone has been cited by 1 publications
  • Tetiana Tykhonenko, .et al. , Biochim Biophys Acta Gen Subj, 2022, Nov;1866(11):130207 PMID: 35882257
  • Biological Activity
    Discription Nicotinoyl-GABA is an antioxidant agent in neuroprotection treatment.
    Product Information
    Catalog Num A17608
    Formula C10H12N2O3
    Molecular Weight 208.22
    CAS Number 34562-97-5
    SMILES O=C(O)CCCNC(C1=CN=CC=C1)=O
    Synonyms Nicotinoyl-GABA; Nicotinoyl GABA; NicotinoylGABA; Pikamilon; Pikamilone; GABA-NG; GABA NG; GABANG;
    Storage

    Store lyophilized at -20ºC, keep desiccated.
    In lyophilized form, the chemical is stable for 36 months.
    In solution, store at -20ºC and use within 3 months to prevent loss of potency. Aliquot to avoid multiple freeze/thaw cycles.

    Solubility
    In vitro DMSO 33 mg/mL (158.49 mM)
    * <1 mg/ml means slightly soluble or insoluble.
    * Please note that Adooq tests the solubility of all compounds in-house, and the actual solubility may differ slightly from published values. This is normal and is due to slight batch-to-batch variations.
    Preparing Stock Solutions
    Concentration / Solvent Volume / Mass 1 mg 5 mg 10 mg
    0.1 mM 48.03 mL 240.13 mL 480.26 mL
    0.5 mM 9.61 mL 48.03 mL 96.05 mL
    1 mM 4.8 mL 24.01 mL 48.03 mL
    5 mM 0.96 mL 4.8 mL 9.61 mL
    Useful Calculator

    This calculator helps you calculate mass of compound based on solution concentration, volume and molecular weight in a specific solution using the formula:

    Mass (mg) = Concentration (mM) × Volume (mL) × Molecular Weight (g/mol)

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    Please check COA/MSDS for correct molecular weight.

    Calculate the dilution required to prepare a stock solution.
    This equation is commonly abbreviated as: C1V1 = C2V2

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