赌博的危害-微信骰子赌博表情_免费百家乐追号工具_全讯网.com (中国)·官方网站

[網辦大廳] [圖書館] [學術期刊] [電子郵件] [校外訪問] [辦公系統]

學術預告:Modeling and optimizing complicated technical objects using models of variable structure

報告題目:Modeling and optimizing complicated technical objects using models of variable structure

報告時間:2024年4月23日(星期二)15:00--17:00

報告地點:理學院B315

主辦單位:理學院

報告人:Aleksandr Galkin

報告人簡介:

Alexander Galkin received the degree in Applied Mathematics in 2005 in Lipetsk State Technical University (diploma with honor). In 2008,he made his promotion as a Candidate of Technical Sciences with the thesis “Modeling of Inertial-Impulse Objects using Composite Systems of Differential Equations”. His scientific fields of interest are connected with mathematical modeling of distributed systems, technological processes, technical systems and economic systems. Currently he specializes in study of complex mathematical models of variable structure.

報告內容簡介:

The report provides an example of constructing a mathematical model of an inertial torque transformer. The mathematical model is presented by a system of variable structure consisting of 4 systems of nonlinear differential equations. Depending on the execution of the specified conditions, the operation of the object takes place in accordance with one of these systems. The solution of the model equations is given. The next task discussed in the report is the optimization of device parameters based on a criterion depending on the results of calculating the functioning of an object based on its mathematical model. The method to solve this problem is given, as well as its modification, which makes it possible to increase the efficiency of the solution.





百家乐官网冯耕耘打法| 百家乐官网平游戏| 百家乐官网娱乐城优惠| 介绍百家乐赌博技巧| 贵港市| 网络百家乐官网的玩法技巧和规则 | 大发888娱乐亚洲| 博马百家乐官网娱乐城| 尊龙百家乐娱乐场开户注册| 大发8888| 百家乐官网有几种玩法| 百家乐关台| 赌博机| 百家乐是否能赢| 百家乐官网高手论坛| 赌百家乐到底能赌博赢| 博士百家乐官网现金网| 太阳城娱乐总站| 查找百家乐官网群| 平度市| 威尼斯人娱乐城注册网址| 百家乐官网正负计算| 淘宝皇冠网店| 大发888娱乐城 健账号| 视频百家乐赌法| 百家乐官网娱乐网开户| 百家乐官网美女视频| 大发888游戏平台hplsj| 百家乐有无规律可循| 网上百家乐官网投注法| 网上百家乐试玩网址| 百家乐真人百家乐皇冠| 风水学中的24向是什么| 带百家乐官网的时时彩平台 | 百家乐官网网上娱乐城| 盈丰会| 网络娱乐| sz新全讯网网址112| 广东百家乐主论坛| 信誉百家乐平台| 百家乐桩闲落注点|