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Mathematical model of enzymatic reactions of coconut coir substrate treated by alkaline and ionic liquid into the reducing sugars using power series

机译:碱性和离子液体胆管型碱酶酶法的数学模型使用电力系列中还原糖中的还原糖

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The research purposed at formulating the kinetics model of reducing sugars liberated from coconut coir dust treated with alkaline, ionic liquid, alkaline followed by ionic liquid employing a power series. The method was successful to predict the sugar concentration released from the substrate in a biocatalytic reaction employing cellulose, and a mixture of cellulase+xylanase at any time. The yield of sugar released enzymatically was modeled as an equation in power series in which the results were comparable to those of the experimental data. The biggest constant rate obtained was of 0.0200000 h~(-1) for an application of a mixture of enzymes on the conversion of NaOH-treated substrate into the reducing sugars. Generally, the trend of the modelled graph was close to the experiment but the error was quietly wide in the initial times since the conversion rate was very high. The lines were an agreement when the time was above 8h for all pre-treatments (native-, l%NaOH-, IL-, and l%NaOH+IL substrates). It was indicative the power series can be used to solve a differential equation generated from a rate equation.
机译:用碱性,离子液体,碱性液体,碱性液体,碱性液体,采用电力系列的离子液体制定从椰子益型粉尘中解放的还原糖的动力学模型。该方法是成功的,以预测使用纤维素的生物催化反应中的基材中释放的糖浓度,以及随时纤维素酶+木聚糖酶的混合物。酶促释放的糖的产率被建模为功率系列的等式,其中结果与实验数据的结果相当。获得的最大恒定速率为0.0200000 h〜(-1),用于施用酶混合物对NaOH处理的基材转化为还原糖的混合物。通常,所建模图的趋势接近实验,但由于转换率非常高,因此误差在初始次数中悄然宽。当所有预处理的时间高于8小时时,该线条是一项协议(天然,L%NaOH,IL-和L%NaOH + IL基质)。它是指示功率系列可用于解决从速率方程产生的微分方程。

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