Serkan Eti , Serhat Yüksel , Hasan Dinçer , Hakan Kalkavan , Umit Hacioglu , Alexey Mikhaylov , Mir Sayed Shah Danish , Gabor Pinter
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It is concluded that the analysis results of all methods are the same. Therefore, it is identified that the findings of the proposed model are reliable and coherent. Identification of the most crucial technical and financial challenges of the renewable energy projects is the most important contribution of this manuscript. Furthermore, preferring the sine trigonometric structure in the proposed model will provide superiority to this model in many respects. It is concluded that difficulty in accessing finance for local projects is the most significant challenge for renewable energy investments. Moreover, competitive pricing of renewable sources is another critical issue in this regard. 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引用次数: 0
摘要
本研究的目的是通过一个新颖的模型来评估可再生能源项目备选方案所面临的技术和财务挑战。首先,通过考虑文献评估的结果,创建一组技术和财务挑战。然后,通过正弦三角毕达哥拉斯模糊(ST-PFN)DEMATEL 计算出这些值的权重。下一步包括采用区间值球形模糊多标准分析法(SF MAIRCA)对六种可再生能源替代品进行排序。此外,还考虑使用熵和 ARAS 方法进行比较评估。同样,还对 10 种不同情况进行了敏感性分析。结论是,所有方法的分析结果相同。因此,可以确定拟议模型的结论是可靠和一致的。确定可再生能源项目最关键的技术和财务挑战是本手稿最重要的贡献。此外,在拟议模型中优先采用正弦三角函数结构将在许多方面为该模型提供优越性。结论是,当地项目难以获得资金是可再生能源投资面临的最大挑战。此外,可再生能源的竞争性定价是这方面的另一个关键问题。此外,研究还发现,太阳能是克服技术和资金挑战最成功的可再生能源替代品。
Assessment of technical and financial challenges for renewable energy project alternatives
The purpose of this study is to assess technical and financial challenges for renewable energy project alternatives with a novel model. Firstly, a set of technical and financial challenges is created by considering the results of the literature evaluation. After that, the weights of these values are computed by Sine Trigonometric Pythagorean Fuzzy (ST-PFN) DEMATEL. The next step includes the ranking of six renewable energy alternatives with interval valued Spherical fuzzy multicriteria analysis with ratio and categorical data (SF MAIRCA) approach. Entropy and ARAS methodology are also considered to make comparative evaluation. Similarly, sensitivity analysis is also conducted for 10 different cases. It is concluded that the analysis results of all methods are the same. Therefore, it is identified that the findings of the proposed model are reliable and coherent. Identification of the most crucial technical and financial challenges of the renewable energy projects is the most important contribution of this manuscript. Furthermore, preferring the sine trigonometric structure in the proposed model will provide superiority to this model in many respects. It is concluded that difficulty in accessing finance for local projects is the most significant challenge for renewable energy investments. Moreover, competitive pricing of renewable sources is another critical issue in this regard. Additionally, it is identified that solar is the most successful renewable energy alternative to overcome technical and financial challenges.