利用可见光和短波近红外光谱预测生肉鸡剪切力

Rashidah Ghazali, H. A. Rahim
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引用次数: 0

摘要

嫩度是影响消费者对肉类感知的品质之一。传统上,肉类品质分级是由人类分级师进行破坏性的测量。破坏性测量导致结果不准确,耗时且昂贵。因此,为了获得准确的压痛预测结果,需要一种低成本、快速、可靠和无损的近红外光谱技术。采用可见光和短波近红外光谱(VIS-SWNIR)和主成分回归(PCR)相结合的方法对肉用原料肉质质的品质属性(剪切力值(kg))进行了评价。两个波长区域:可见光和短波662- 1005nm和短波700- 1005nm。采用最优Savitzky-Golay平滑模式(一阶导数+二阶多项式+ 31个滤波点)对吸光度光谱进行预处理,去除基线偏移效应。通过外部学生化残差法识别潜在异常值。PCR模型用90个样本进行校准训练,用44个样本进行预测验证。PCR分析显示,可见光和短波(662 ~ 1005 nm) 4个主成分的校正相关系数(RC)、均方根校正相关系数(RMSEC)、预测相关系数(RP)和均方根预测相关系数(RMSEP)分别为0.4645、0.0898、0.4231和0.0945。利用二阶导数和非线性模型可以改善预测结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Prediction of raw broiler shear force using visible and short wave Near Infrared Spectroscopy
Tenderness is one of the quality that will affect consumer perception in meat. Traditionally, meat quality grading was done destructively by the human graders destructive measurements. Destructive measurement caused less accurate results, time-consuming and costly. Hence, a low cost, fast, reliable and non-destructive technique which is Near-Infrared Spectroscopy (NIRS) is required in order to gain accurate results in tenderness prediction. The combination of visible and shortwave near infrared (VIS-SWNIR) spectrometer and principal component regression (PCR) to assess the quality attribute of raw broiler meat texture (shear force value (kg)) was investigated. Two wavelength regions: visible and shortwave 662- 1005 nm and shortwave 700-1005 nm. Absorbance spectra was pre-processed using the optimal Savitzky-Golay smoothing mode which was the 1st order derivative, 2nd degree polynomial and 31 filter points to remove the baseline shift effect. Potential outliers were identified through externally studentised residual approach. The PCR model were trained with 90 samples in calibration and validated with 44 samples in prediction datasets. From the PCR analysis, correlation coefficient of calibration (RC), the root mean square calibration (RMSEC), correlation coefficient of prediction (RP) and the root mean square prediction (RMSEP) of visible and shortwave (662-1005 nm) with 4 principal components were 0.4645, 0.0898, 0.4231 and 0.0945. The predicted results can be improved by applying the 2nd order derivative and the non-linear model.
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