Predictive modelling to determine the attainable moisture content of Alstonia boonei wood using a solar kiln dryer

Joy Aduralere Ogunsuyi, J. Owoyemi, O. Makinde
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Abstract

Modelling of wood drying is important for predicting the performance and efficiency of solar dryers and to optimise the drying process during each season of the year. The attainable moisture content (MC) of Alstonia boonei wood was studied when dried in a laboratory-scale solar kiln. Meteorological data (temperature, relative humidity, wind speed/direction and solar radiation) were observed over a period of 31 days. For the purpose of this study, three of the variables: temperature, relative humidity and solar radiation—were used for mathematical modelling of the drying process. The average attainable MC observed over a 31-day drying period was divided into a 70:30 dataset, representing calibrating and validating sets. Several regression models were formulated using the calibrating set. The optimal model was selected based on higher values of R 2 and R, and lower standard error, after which validation was done using the remaining dataset (validating set) by performing tests of bias and percentage bias and a student’s t-test. To meet the required criteria for a suitable model, values of the validating parameters must be low and have p-values that denote significance. The log polynomial model MC = −16 + 3.99 ln(SR2) + 1.49 ln(T2) + 5.80 ln(H2) was judged best for computing the attainable MC of A. boonei wood using a solar dryer across the whole year in the study area (Ondo State, Nigeria). The computational results showed fair agreement between the predicted and measured MC, which established the validity of the model and its suitability for application when drying low-density wood in the range of 340–370 kg/m3.
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预测模型,以确定可达到的水分含量的阿尔斯通布尼木材使用太阳能窑干燥器
木材干燥的建模对于预测太阳能干燥机的性能和效率以及优化一年中的每个季节的干燥过程非常重要。在实验室规模的太阳窑中,研究了阿尔斯通木材的可得含水率(MC)。气象数据(温度、相对湿度、风速/风向和太阳辐射)观测了31天。为了本研究的目的,三个变量:温度、相对湿度和太阳辐射被用于干燥过程的数学建模。在31天的干燥期观测到的平均可获得的MC分为70:30的数据集,代表校准集和验证集。利用校准集建立了几个回归模型。根据较高的r2和R值和较低的标准误差选择最优模型,然后使用剩余的数据集(验证集)进行偏差检验和百分比偏差检验以及学生t检验进行验证。为了满足合适模型所需的标准,验证参数的值必须很低,并且具有表示显著性的p值。对数多项式模型MC = - 16 + 3.99 ln(SR2) + 1.49 ln(T2) + 5.80 ln(H2)被认为是计算研究地区(尼日利亚Ondo州)全年使用太阳能干燥器可获得的布尼木材MC的最佳模型。计算结果表明,预测值与实测值吻合较好,证明了该模型的有效性,适用于340 ~ 370 kg/m3低密度木材的干燥。
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