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首页> 外文期刊>Canadian Journal of Plant Science >Predicting models for mass and volume of the sweet cherry (Prunus avium L.) fruits based on some physical traits
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Predicting models for mass and volume of the sweet cherry (Prunus avium L.) fruits based on some physical traits

机译:基于一些物理特征预测甜樱桃(Prunus Avium L.)水果的质量和体积模型

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摘要

There are instances when it is desirable to determine relationships among fruit physical attributes. For example, fruits are often graded on the basis of size and projected area, but it may be more economical to develop a machine which grades by mass or volume. Therefore, the relationships between mass/volume (either mass or volume) and other physical attributes of fruit are needed. In this study three Iranian cultivars (Mashhad, Siah Mashhad, Siah Daneshkadeh), of sweet cherry were selected and the various models for predicting mass/volume of sweet cherry from its dimensions, projected areas, and volume/mass were established. The models were divided into three classifications: (1) single and multiple variable regressions of sweet cherry dimensions, (2) single and multiple variable regressions of projected areas and (3) estimating sweet cherry mass/volume based on its volume/mass. Moreover, some physical characteristics, such as dimensional characteristics, true density, bulk density, and porosity were determined with common methods. Results revealed that mass modeling based on minor diameter, three projected areas, and the measured volume are the best models. The highest determination coefficient in all the models was obtained for mass modeling based on measured volume as R-2=0.93. At last, mass modeling from an economic standpoint was recommended as the most reliable modeling.
机译:当期望确定水果物理属性之间的关系时存在实例。例如,果实通常是基于尺寸和投影区域的渐变,但是开发由质量或体积等级的机器可能更经济。因此,需要质量/体积(质量或体积)与水果的其他物理属性之间的关系。在这项研究中,选择了甜樱桃的三个伊朗品种(Mashhad,Siah Mashhad,Siah Daneshkadeh)以及从其尺寸,预计区域和体积/质量预测甜樱桃的质量/体积的各种车型。该模型分为三种分类:(1)甜樱桃尺寸的单一和多元变量回归,(2)投影区域的单个和多元变量回归和(3)估算甜樱桃质量/体积,基于其体积/质量。此外,用常用方法确定一些物理特性,例如尺寸特性,真实密度,堆积密度和孔隙率。结果表明,基于小直径,三个投影区域和测量体积的质量建模是最佳型号。基于测量体积的质量建模,获得所有模型中的最高确定系数,因为R-2 = 0.93。最后,推荐从经济角度出发的质量建模,作为最可靠的建模。

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