竹淀粉-壳聚糖基生物塑料吸水率的数学模型

Eksergi Pub Date : 2022-04-05 DOI:10.31315/e.v19i1.6310
Yusmardhany Yusuf, F. Irfandy, Alit Istiani
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引用次数: 0

摘要

生物塑料在日常使用中经常出现体积重量膨胀的现象。这种现象的发生是因为生物塑料的材料可以吸收大量的水。这一过程可导致肿胀程度的积累。因此,需要一个数学模型来量化这一机制,以预测生物塑料与水接触时重量随时间变化的动态,以帮助从业者在生物塑料的应用设计中使用。本研究旨在通过曲线拟合,从实验数据验证的质量感觉出发,建立数学模型。本实验通过测定淀粉和壳聚糖在大气条件下浸在水中时间随质量的变化,来观察生物塑料的质量变化率。浸泡时间为0、1、2、3、4、5、6、7、8、9、10、20、30、40、50和60分钟。结果表明,淀粉壳聚糖基生物膜的吸水率可达±10.9174 gr-water/gr-bioplastic,并可由质量平衡导出数学方程对其进行量化,平均百分比误差为1.13%,r平方系数为0.9981。
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Mathematical Model of Water Absorption in Arrowroot Starch-Chitosan Based Bioplastic
Expansion of the size of the weight of bioplastics often occurs in daily use. This phenomenon happens because the material from bioplastics can absorb significant amounts of water. This process can lead to accumulation of swelling degree. Therefore, a mathematical model is needed to quantify this mechanism to predict the dynamics of changes in the weight of bioplastics with respet to time while contact with water to help practitioners during application design for the use of bioplastics. This study aims to build a mathematical model derived from the mass sense validated by experimental data through curve fitting. The experiment was conducted by observing the rate of change in the mass of bioplastic made from starch and chitosan by measuring the change in mass concerning time immersed in water under atmospheric conditions. The immersion time was varied between 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 20, 30, 40,50, and 60 minutes. As a result, it can be concluded that starch-chitosan-based biofilms can absorb water up to ±10.9174 gr-water/gr-bioplastic, and also this phenomenon can be quantified by a mathematical equation that derived from mass balance with an average percent error of 1.13% and R-squared coefficient of 0.9981. 
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