Coordinated operation strategies for natural gas and power systems in presence of gas‐related flexibilities
A detailed investigation of the interaction between natural gas and power systems is necessary, due to the increasing interdependency of these vectors, especially in the context of renewable generations integration growth into the grid. In this study, an outer approximation with an equality relaxati...
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| Veröffentlicht in: | Energy systems integration Jg. 1; H. 1; S. 3 - 13 |
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| Sprache: | Englisch |
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Tianjin
The Institution of Engineering and Technology
01.03.2019
John Wiley & Sons, Inc |
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| ISSN: | 2516-8401, 2516-8401 |
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| Abstract | A detailed investigation of the interaction between natural gas and power systems is necessary, due to the increasing interdependency of these vectors, especially in the context of renewable generations integration growth into the grid. In this study, an outer approximation with an equality relaxation decomposition method is proposed to solve a mixed‐integer non‐linear problem representing the operation of coupled natural gas and power systems. The proposed coupled modelling of natural gas and power systems is compared to decoupled operational modelling. It is demonstrated that operating gas and electricity as a coupled system resulted in about 7% of operational cost savings. In addition, the value of gas‐related flexibility options, including flexible gas compressors, flexible gas generation plants, and gas interconnections, to the operation of natural gas and power systems is quantified for a 2030 GB energy system. It is shown that if the natural gas and power systems are flexible enough, the operation of the systems in the decoupled approach is almost the same as the coupled model and therefore there is no need to reform the current energy market framework to make the systems fully coupled. |
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| AbstractList | A detailed investigation of the interaction between natural gas and power systems is necessary, due to the increasing interdependency of these vectors, especially in the context of renewable generations integration growth into the grid. In this study, an outer approximation with an equality relaxation decomposition method is proposed to solve a mixed‐integer non‐linear problem representing the operation of coupled natural gas and power systems. The proposed coupled modelling of natural gas and power systems is compared to decoupled operational modelling. It is demonstrated that operating gas and electricity as a coupled system resulted in about 7% of operational cost savings. In addition, the value of gas‐related flexibility options, including flexible gas compressors, flexible gas generation plants, and gas interconnections, to the operation of natural gas and power systems is quantified for a 2030 GB energy system. It is shown that if the natural gas and power systems are flexible enough, the operation of the systems in the decoupled approach is almost the same as the coupled model and therefore there is no need to reform the current energy market framework to make the systems fully coupled. |
| Author | Qadrdan, Meysam Ameli, Hossein Strbac, Goran |
| Author_xml | – sequence: 1 givenname: Hossein surname: Ameli fullname: Ameli, Hossein email: h.ameli14@imperial.ac.uk organization: Imperial College London – sequence: 2 givenname: Meysam surname: Qadrdan fullname: Qadrdan, Meysam organization: Cardiff University – sequence: 3 givenname: Goran surname: Strbac fullname: Strbac, Goran organization: Imperial College London |
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| SubjectTerms | Algorithms Alternative energy sources approximation theory coordinated operation strategies coupled natural gas Decomposition Efficiency Electricity energy market framework Energy resources equality relaxation decomposition method flexible gas compressors flexible gas generation plants Gas compressors Gas flow gas‐related flexibilities gas‐related flexibility options integer programming Linear equations Linear programming Methods mixed‐integer nonlinear problem Modelling Natural gas natural gas technology nonlinear programming operational cost savings outer approximation power markets power system economics power systems renewable generations integration growth Reserve requirements Reynolds number Variables |
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