近日,中国科学院科诺伟业总工程师兼研发中心总经理赵栋利应我院张军国教授的邀请参加工学院名师讲坛,为我院师生做题为《分布式微电网系统研究报告》的学术报告、/span>
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)
中国科学院科诺伟业总工程师赵栋利从微电网的基本概念出发,讲述了微电网的发展现状和趋势,着重讲解了微电网的关键技术,指出了现阶段分布式微电网发展的具体技术瓶颈,激发了学生们对于微电网技术的兴趣。同时他还展示了一些典型的微电网系统,并解释了不同微电网系统之间的区别,帮助学生们更好的理解典型微电网系统、/span>
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)
报告结束后,两位老师和同学进行热情地交流,并认真耐心地解答了同学们提出的关于微电网的问题、/span>