王炜教授 南京大学物理学院 个人简介： 南京大学物理学院教授（1992年），博士生导师（1995年），长江计划特聘教授（1999年度，理论物理），南京大学生物物理研究所所长,匡亚明学院院长。1996年度获国家杰出青年基金，1997年获香港求是基金会-杰出青年研究奖(物理学)，科技部973项目“非线性科学及其重要应用”首席科学家（2007-2011）， 科技部973项目“与激光聚变、自然灾害和深空探测等相关的非线性动力学斑图和...
Abstract：Statistical mechanics is related to quantum mechanics at the root. Classical statistical mechanicshas several problems such as ergodic hypothesis, Gibbs factor, necessity of Planck constant,principle of a priori probability and correspondence between classical and quantum related totemperature.Our purpose is to find one of the argument which lead from quantum mechanics to statisticalm...
The Kuramoto model has become the most popular to describe collective dynamics emerging in a wide range of complex systems, along with its variations. Among these models, the Kuramoto model with inertia has been extensively investigated in power grids. In this talk, I would like to introduce our two recent results on collective dynamics induced by inertia. Firstly, I will focus on the emergence of local synchronization (consisting of secondary synchronization, tertiary synchronization and so on termed with respect to their synchronization frequency) within the Kuramoto-desynchronization region in the globally coupled non-identical oscillators induced by inertia. Secondly, I will focus on how synchronization rates can be regulated by time delay, phase shift and inertia at a constant collective frequency. Especially, we consider linear dynamics near synchronized state and calculate the relaxation rate.
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