4 Papers
Qiu Mo is an academic researcher from Shanghai University of Electric Power. The author has contributed to research in topics: Computer science & Microgrid. The author has an hindex of 1, co-authored 1 publications.
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Papers
A nonlinear model-based dynamic optimal scheduling of a grid-connected integrated energy system
TL;DR: In this paper , a nonlinear model-based dynamic optimal coordinated scheduling strategy was developed for a grid-connected integrated energy microgrid on a university campus, which consists of power grid, photovoltaic/wind power generator, buildings, electric batteries, and heat pumps with thermal energy storages (HPTES).
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Modeling and optimization for distributed microgrid based on Modelica language
TL;DR: Study results show that by using the newly developed model-based optimization method with the new indicator, the self-utilization rate in DMGs can be increased up to 58.05% and the average daily interactive power of electricity fed back to the regional grid is reduced significantly.
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Two-level optimal scheduling method for a renewable microgrid considering charging performances of heat pump with thermal storages
Fang Liu,Qiu Mo,Xudong Zhao +2 more
TL;DR: In this paper , the authors proposed a two-level scheduling optimization method for a renewable grid-connected microgrid considering charging performances of heat pump with thermal storages, based on an integrated nonlinear dynamic model of a renewable microgrid including photovoltaic/wind power generator, buildings and HPTES.
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Real-time junction temperature estimation model of photovoltaic modules for determining application scenarios
Qiu Mo,Weiming Xiong,Weiqiang Li +2 more
TL;DR: In this paper , the authors proposed a method which requires the following actions: analyzing the influence factors of the junction temperature of PV modules; selecting an adequate junction temperature estimation model based on the main influence factors (such as radiative cooling, wind speed, irradiance and thermal delay effect) and the capability of PV stations to obtain calculation parameters; optimizing and selecting the key variables step by step that are involved in the model.