Método de valoración de potencial antioxidante en alimentos
Método de valoración del potencial antioxidante en alimentos. Comprende determinar spectrofotometricamente la interacción entre una muestra problema y un sistema cromoforo constituido por acido 2,2'-azino-bis-(3-etilbenzotiazolin-6-sulfonico) (ABTS) y su correspondiente radical. El metodo se lleva a cabo adicionando dicha muestra problema sobre una cantidad conocida de dicho sistema cromoforo, previamente formado en-zimaticamente, en una disolución tamponada, y estimando las pérdidas de absorbencia a una determinada longitud de onda.
Aplicación en el sector de la Industria Alimentaria.
![Potencial](data:image/png;base64,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)
Texto completo de la patente