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扇贝闭壳肌薄层干燥的数学模型 被引量:4

Mathematic models of thin layer drying in scallop adductor
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摘要 以栉孔扇贝Chlamys farreri闭壳肌为研究对象,对其热风干燥特性进行了研究。将扇贝样品经处理后于45、55、65、75℃温度下进行热风干燥,监测样品的质量变化,所采取的监测频率为干燥开始的第1小时监测4次,第2小时监测2次,第3小时后每小时监测1次,所有的干燥过程都处于降速阶段,并用薄层干燥模型对测量结果进行处理,选用Henderson-Pabis、Wang and Singh、Diamante et al.、Page、Newton 5种数学模型进行拟合,通过计算相关系数(R)、决定系数(R^2)、平均偏差(eave)、卡方检验(x^2)、均方根误差(RMSE)、相对平均偏差(P)的大小,来检验拟合程度。结果表明:在45、55、65、75℃干燥温度下,Henderson-Pabis、Diamante et al.、Page、Newton 4个模型有效;进一步分析4个模型中模型常数随温度的变化,发现其中Henderson-Pabis、Page、Newton 3个模型参数中含有干燥温度为变量的通式模型,可以有效地预测干燥温度在45~75℃时的干燥进程,3个通式模型依次为MRH=0.9673exp[-(7×10^-5T-0.0009)]t、MRP=exp(-0.00323t^0.0039T+0.7727)和MRN=exp[-(7×10^-5T-0.0008)]t。 The hot air convective drying characteristics of scallop adductor were investigated. The pretreated samples were dried at 45,55,65 and 75 ℃,and weighed in a 15 min interval in the first hour,in a 30 min interval in second hour,and in a 60 min interval thereafter at falling speed. Five thin layer drying models including Henderson- Pabis,Wang and Singh,Diamante et al.,Page and Newton were established based on the experimental data for the test model by correlation coefficient( R),decision coefficient( R^2),average deviation( eave),Chi-square test( x^2),root- mean- square error( RMSE) and lelative average deviation( P) in order to screen a suitable drying curve. It was found that four models( Henderson- Pabis,Diamante et al.,Page and Newton) were proved to be effective. Furthermore,the effects of temperature on model constants of the four models were analyzed,and the three general models( Henderson- Pabis,Page,and Newton) including drying temperature as variable were effectively used to predict the drying process effectively in the drying temperature range from 45 ℃ to 75 ℃. The models were expressed as MRH= 0. 9673 exp[-( 7 × 10^- 5T- 0. 0009) ]t,MRP= exp(- 0. 00323t^0. 0039 T + 0. 7727)and MRN= exp[-( 7 × 10^- 5T- 0. 0008) ]t.
出处 《大连海洋大学学报》 CAS CSCD 北大核心 2015年第2期211-215,共5页 Journal of Dalian Ocean University
基金 国家现代农业技术产业体系项目(NYCYTX-47)
关键词 扇贝闭壳肌 薄层干燥 数学模型 scallop adductor thin layer drying mathematic model
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