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SELECTION OF OBJECTIVE FUNCTIONS IN THE MULTI-OBJECTIVE FUEL MANAGEMENT OPTIMIZATION

机译:在多目标燃料管理优化中的客观功能选择

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One of the most important problems in the in core fuel management optimization is to select a proper objective function. This becomes harder when one needs to use a multi-objective cost function. The most well-known method for implementation of multi-objective cost function (MOCF) is to convert a MOCF into summation of objective functions which are related through weighting factors. In a nuclear reactor, there are so many parameters which can be selected as cost function. Among them, cycle length, K_(eff) and power peaking factor are of the most important ones. In addition to weighting factors, the way we formulate the cost function will affect the final result. In this investigation, we analyzed these effects on the fuel management optimization of a typical pressurized water reactor. The results show that finding a loading pattern which gives better power peaking factor is harder than that of longer cycle length. Moreover, using proposed formulation (flatting function) instead of just minimizing PPF can result in better arrangements.
机译:核心燃料管理优化中最重要的问题之一是选择适当的客观函数。当一个人需要使用多目标成本函数时,这变得更加困难。最着名的用于实施多目标成本函数(MOCF)的方法是将MOCF转换为通过加权因素相关的客观函数的总和。在核反应堆中,有很多参数可以选择为成本函数。其中,循环长度,k_(eff)和功率峰值因子是最重要的。除加权因素外,我们制定成本函数的方式将影响最终结果。在这项调查中,我们分析了对典型加压水反应堆的燃料管理优化的影响。结果表明,找到一种加载模式,其提供更好的功率峰值因子比较长循环长度的加载模式。此外,使用所提出的制剂(扁平功能)而不是仅仅最小化PPF可以导致更好的布置。

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