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Irreversibility of the Direct and Counter Impinging Liquid Jet onto Profiled Heated Cavity

机译:直接和反向撞击液体射流到成型加热腔中的不可逆性

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Liquid impinging jet at the bottom of the annular cavity is a typical case in the process industry. The jet could have an impact at the bottom center or its peripheral section. The profiled annular cylindrical cavity with the installed electricity heater source is investigated in this paper. Thermal contact irreversibility and liquid drag irreversibility are generated within the profiled cavity. Through analytical modeling and experimental verification, a valid model of the entropy generation is established for both states. The results show that the total entropy between the liquid and the bottom is many times greater for the case of the central jet impingement. Within the annular vertical walls are the locations of the maximum or minimum of the entropy. The effectiveness of the liquid heating is greater in the peripheral impact of the liquid. The method and the results are the basis for optimizing the profiled cavity in various optimization geometry parameters. The optimal geometry of the annular cavity exists in such a way that the balance between thermal irreversibility and liquid drag irreversibility leads to the total minimum rate of the entropy generation for the annular cavity.
机译:环形腔体底部的液体喷射流是过程工业中的典型情况。射流可能会对底部中心或其外围部分产生影响。本文研究了安装有电加热器源的异型环形圆柱腔。在型腔内会产生热接触不可逆性和液体阻力不可逆性。通过分析建模和实验验证,为两种状态建立了有效的熵产生模型。结果表明,对于中央射流,液体和底部之间的总熵要大很多倍。在环形垂直壁内是熵的最大值或最小值的位置。液体加热的有效性在液体的周围冲击中更大。该方法和结果是在各种优化几何参数中优化型腔的基础。环形腔的最佳几何形状以这样的方式存在,即热不可逆性和液体阻力不可逆性之间的平衡导致环形腔的熵产生的总最小速率。

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