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Simultaneous heat and mass transfer simulation applied to convective oven cup cake baking

机译:同时传热传质模拟在对流烤箱杯形蛋糕烘烤中的应用

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摘要

The convective oven cake baking process was investigated by experimental and numerical methods as a simultaneous heat and mass transfer process. A mathematical model was established representing cake baking in finite cylinder geometry. The heat and mass transfer mechanisms were defined by Fourier's and Fick's second laws, respectively. The implicit alternating direction finite difference technique was used for the numerical solution of the representative model, where the initial and boundary conditions were defined in accordance with the nature of the cake baking process. The numerical solution of the model simulated the process, and predicted temperature and moisture profiles within the baking cake batter as output, considering the volume increase. Prior to the utilization of the developed model in predicting the temperature and moisture profiles for cup cake baking, the results of the numerical model were compared with analytical results involving only heat or mass transfer with constant thermophysical properties. Excellent agreement was observed. The simulated results for cup cake baking agreed generally well with the experimental temperature and moisture profiles recorded during a complete cake baking process.
机译:对流烤箱蛋糕的烘焙过程通过实验和数值方法作为传热和传质的同步过程进行了研究。建立了以有限的圆柱几何形状表示蛋糕烘烤的数学模型。传热和传质机理分别由傅立叶和菲克第二定律定义。隐式交替方向有限差分技术用于代表模型的数值解,其中初始和边界条件是根据蛋糕烘烤过程的性质定义的。考虑到体积的增加,该模型的数值解法模拟了该过程,并预测了烤饼面糊中的温度和湿度曲线作为输出。在利用已开发的模型预测杯子蛋糕烘烤的温度和湿度曲线之前,将数值模型的结果与仅涉及热或传质且具有恒定热物理性质的分析结果进行了比较。观察到极好的一致性。杯子蛋糕烘焙的模拟结果总体上与完整蛋糕烘焙过程中记录的实验温度和湿度曲线吻合得很好。

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