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Handling non-convex heat-power feasible region in combined heat and power economic dispatch

机译:热电联产经济调度中非凸型热电可行区的处理

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摘要

The combined heat and power economic dispatch (CHPED) problem enhances the conversion efficiency from fossil fuels into electricity, eventually reducing the green house gas. However, the optimization formulation for a popular bench-mark example has not properly considered the constraint of heat-power feasible operating region so far. Thus, this study proposes a novel technique to consider the non-convex heat-power feasible region in the CHPED problem more accurately. This study divides the non-convex operating region into two convex operating sub-regions by introducing two binary variables indicating the searching region. In addition, more accurate results and better demand constraints are proposed to more fairly compare the results for this bench-mark problem in the future.
机译:热电联合经济调度(CHPED)问题提高了从化石燃料到电力的转换效率,最终减少了温室气体。但是,到目前为止,一个流行的基准示例的优化公式尚未适当考虑热电可行运行区域的约束。因此,本研究提出了一种新技术,可以更准确地考虑CHPED问题中的非凸型热电可行域。通过引入两个指示搜索区域的二元变量,本研究将非凸操作区域划​​分为两个凸操作子区域。另外,提出了更准确的结果和更好的需求约束条件,以便将来更公平地比较该基准问题的结果。

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