用改进的Dubinin-Astakhov方程分析蔬菜的吸水性

A. Hashimoto, T. Kameoka
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引用次数: 5

摘要

在相对湿度11.3 ~ 97.3%的饱和盐溶液中,采用静态平衡法测定了6种新鲜蔬菜(胡萝卜、白萝卜、茄子、土豆、南瓜和甘薯)298 K下的吸水等温线。将平衡含水率数据拟合为修正的Dubinin-Astakhov (DA)方程,该方程对吸附势变化下的解吸概率假设为Weibull概率密度函数。修正后的DA方程对蔬菜的吸水等温线有较好的预测效果。此外,通过表征吸附剂多孔程度的n(其中一个DA参数)值可将试验蔬菜分为两组。一组由胡萝卜、茄子和南瓜组成。白萝卜、土豆和红薯属于另一类。
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Water Sorption Analysis in Vegetables Using a Modified Dubinin-Astakhov Equation
Water sorption isotherms at 298 K for six kinds of fresh vegetables (carrot, daikon (Japanese radish), eggplant, potato, pumpkin and sweet-potato) were measured using a static equilibration method over saturated salt solutions in the relative humidity range from 11.3 to 97.3%. The equilibrium moisture content data were fitted to a modified Dubinin-Astakhov (DA) equation that assumes a Weibull probability density function to the desorption probability under the adsorption potential change. The modified DA equation was confirmed to be very accurate in predicting the water sorption isotherms of the vegetables. In addition, the test vegetables could be classified into two groups by the n (one of the DA parameters) values, which denote the porous degree of the adsorbent. One group consisted of carrot, eggplant and pumpkin. Daikon, potato and sweet potato belonged to the other group.
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