Laboratory of Food Quality Control and Hygiene, Department of Food Science & Technology, Agricultural University of Athens, Athens, Greece.
Food Microbiol. 2011 Jun;28(4):727-35. doi: 10.1016/j.fm.2010.06.001. Epub 2010 Jun 12.
The present study aimed: (i) to develop models for the combined effect of water activity (0.99, 0.94 and 0.90), microstructure expressed as 0, 5, 10 and 20% w/v gelatin, and temperature (15, 20 and 25 °C), on growth and OTA production rates by Aspergillus carbonarius; and (ii) to evaluate the performance of the developed models on food matrices (jelly, custard and marmalade) of different viscosity at pH 5.5. The square root of biomass increase rate (fungal growth rate) and OTA production rate were determined by the Baranyi model and were further modeled as a function of temperature, gelatin concentration and a(w) by applying polynomial models. Time for visible growth and the upper asymptote of the OTA production curve were also determined by the Baranyi model. Increase in gelatin concentration resulted in a significant delay in all parameters describing fungal growth and OTA production rates, at all temperatures and a(w). The effect of microstructure on fungal growth and OTA production rates was less evident at stress conditions of a(w) and temperature. Detection time for visible fungal growth was markedly influenced by a(w) and temperature. Coefficients of determination were 0.899 and 0.887 for the models predicting the square root (√μ(max)) of growth and OTA production rate, respectively. Predictions of growth rate agreed well with the recorded data of custard and marmalade, while observations of OTA production rate indicated low agreement with model predictions, in all food matrices except for marmalade. The present findings may provide a basis for reliable assessment of the risk of fungal growth and OTA production in foods of different structural and rheological properties.
(i) 建立水活度(0.99、0.94 和 0.90)、以 0、5、10 和 20% w/v 明胶表示的微观结构以及温度(15、20 和 25°C)对展青霉生长和 OTA 产生率的综合影响的模型;(ii) 评估开发的模型在不同黏度的果冻、奶油冻和果酱等食品基质中的性能(pH 5.5)。通过 Baranyi 模型确定生物量增加率(真菌生长率)和 OTA 产生率的平方根,并通过应用多项式模型进一步将其建模为温度、明胶浓度和 a(w)的函数。通过 Baranyi 模型还确定了可见生长的时间和 OTA 产生曲线的上限渐近线。在所有温度和 a(w)下,明胶浓度的增加会显著延迟所有描述真菌生长和 OTA 产生率的参数。微观结构对真菌生长和 OTA 产生率的影响在 a(w)和温度的胁迫条件下不太明显。可见真菌生长的检测时间明显受到 a(w)和温度的影响。预测生长率的决定系数分别为 0.899 和 0.887,用于预测生长和 OTA 产生率的平方根(√μ(max))的模型。在所有食品基质中,除了果酱,除了 custard 和 marmalade,生长率的预测值与记录数据吻合较好,而 OTA 产生率的观察值与模型预测值吻合较差。本研究结果可为评估不同结构和流变性质的食品中真菌生长和 OTA 产生的风险提供依据。