木苹果(Aegel marmelos L.)的物理特征和质量模型

Rinku Grover , Arun Kumar Attkan , Sunil Kumar , Angam Raleng
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引用次数: 0

摘要

水果和蔬菜的工程特性有助于农业加工机械的设计和开发。本研究测定了木苹果的物理和机械性能。此外,调查还包括基于木苹果物理特性的质量建模。根据质量而非大小对水果进行分级更有助于开发自动分拣和分级机。四种不同的数学模型(线性模型、二次曲线模型、S 曲线模型和幂模型)被用于预测木苹果的质量、体积和投影面积。对已分级和未分级水果的数据进行了评估和比较。在 S 曲线模型中,未分级木苹果的质量通过算术平均直径(Da)作为平均直径得到了最好的预测(M = 0.001+ (2.848/Da); R2 = 0.995; SEE = 0.048)。而对于未分级的果实,在基于体积的 S 曲线模型中,果实的椭圆体体积(Vellip)也得到了最好的预测(M= 0.002+ (0.951/Vellip); R2 = 0.995; SEE = 0.050)。
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Physical characterization and mass modelling of Wood apple (Aegel marmelos L.)

Engineering properties of fruits and vegetables are useful in designing and development of agro processing machinery. In this study, the physical and mechanical properties of Wood apple were determined. Furthermore, the investigation include mass modelling based on physical properties of Wood apple. Fruits are graded by mass rather than size are more useful for developing the automated sorting and grading machines. Four different mathematical models (Linear, Quadratic, S-curve, and Power model) were applied to predict mass, volume and projected area of Wood apple. The data was evaluated and compared for graded and ungraded fruits. The mass of ungraded Wood apple was best predicted via arithmetic mean diameter (Da) as mean diameter in the S-curve model (M = 0.001+ (2.848/Da); R2 = 0.995; SEE = 0.048). Whereas, the ellipsoid volume (Vellip) of fruit was also best predicted in the S-curve model based on volume (M= 0.002+ (0.951/Vellip); R2 = 0.995; SEE = 0.050) for ungraded fruits.

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