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Moisture effective diffusivity in Kepok Kuning banana (Musa paradisiacal formatypica) during convective drying by considering its shrinkage phenomenon

机译:通过考虑其收缩现象,在对流干燥过程中湿润在Kepok Kuning Banana(Musa Paradisaal Formatypica)的有效扩散性

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Determination of moisture effective diffusivity in Kepok Kuning banana (Musa paradisiacal formatypica) slab during drying was conducted as an effort to develop efficient production process of banana downstream product. Kepok Kuning Banana at ripeness state 2 and 4 was cut in slab with initial thickness ±5 mm and then dried separately in a hot air flow oven. The objective was to predict time required in oven for gaining dried banana slab with certain moisture content. Prediction was conducted by using Fick's law equation. To solve the equation for Kepok Kuning Banana, moisture effective diffusivity of Kepok Kuning Banana as nature specific coefficient need to be determined. Shrinkage was measured by measuring thickness of banana slab after certain period of time in oven compared to initial thickness. Without considering shrinkage during drying, the effective diffusivity of Kepok Kuning banana at ripeness state 2 and 4 were 0.18×10~(-10) m~2/s and 0.24×10~(-10) m~2/s, respectively. Effective diffusivity of Kepok Kuning banana at ripeness state 2 is about two-third of the diffusivity of banana at ripeness state 4 which is significantly different. The effective diffusivity with considering shrinkage of Kepok Kuning banana at ripeness state 2 and 4 were 0.16×10~(-10) m~2/s and 0.14×10~(-10) m~2/s, respectively. Drying kinetics considering shrinkage gave better fitting of the Fick's model to the experimental data with coefficient of determination (R2) for banana ripeness state 2 and 4 were 0.9508 and 0.9783, respectively. These coefficients closer to 1 compared to model without considering shrinkage which only 0.8894 and 0.8690 for banana ripeness state 2 and 4, respectively. Suzuki's model could be used to explain shrinkage during hot-air drying process especially in range of low moisture content due to termination of shrinkage process as no more change in solid structure after some definite time in dryer. However, linear empirical model gave better correlation coefficient for both ripeness state in the overall range of moisture sample.
机译:在干燥过程中测定Kepok Kuning Banana(Musa Paradisaal Formatypica)板坯的湿气有效扩散率的测定作为开发香蕉下游产品的有效生产过程的努力。在成熟状态2和4处的Kepok Kuning Banana用初始厚度±5mm切割平板,然后在热空气流烤箱中单独干燥。该目的是预测烤箱中所需的时间,用于使用某些水分含量获得干燥的香蕉片。通过使用Fick的法律方程进行预测。为了解决Kepok Kuning Banana的等式,需要确定Kepok Kuning香蕉的水分有效扩散性,因此需要确定特殊系数。与初始厚度相比,通过在烘箱中的一定时间段后测量香蕉平板的厚度来测量收缩。不考虑干燥期间收缩,在成熟状态2和4处的Kepok Kuning香蕉的有效扩散性分别为0.18×10〜(-10)m〜2 / s和0.24×10〜(-10)m〜2 / s。在成熟状态2处的Kepok Kuning Banana的有效扩散性是在成熟状态4处的香蕉扩散率的大约三分之二,这显着不同。考虑到成熟状态2和4处考虑Kepok Kuning香蕉收缩的有效扩散性分别为0.16×10〜(-10)m〜2 / s和0.14×10〜(-10)m〜2 / s。考虑收缩的干燥动力学使Fick模型与Banana成熟状态2和4分别为0.9508和0.9783的测定系数(R2)的实验数据的更好地拟合。与模型相比,这些系数更接近1,而不考虑为香蕉成熟状态2和4只有0.8894和0.8690的收缩。 Suzuki的模型可用于解释热风干燥过程中的收缩,特别是由于收缩过程的终止而在低水分含量范围内,在烘干机中一些明确的时间后的固体结构没有更多的变化。然而,线性经验模型在整体范围内的成熟状态具有更好的相关系数。

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