期刊文献+
共找到3篇文章
< 1 >
每页显示 20 50 100
多维异质异构大型构件智能增材制造研究进展
1
作者 王克鸿 彭勇 +6 位作者 段梦伟 章晓勇 黄勇 贺申 陈振文 郭顺 李晓鹏 《科学通报》 EI CAS CSCD 北大核心 2024年第17期2401-2416,共16页
电弧增材是近年发展起来的一种高效率、低成本、高性能、低精度整体制造方法,可成形超高强钢、轻合金等多种金属构成的一体化高性能构件.电弧-激光复合、增材-形变、增材-减材等复合成形技术,可进一步提高成形精度,提升构件韧性,更好地... 电弧增材是近年发展起来的一种高效率、低成本、高性能、低精度整体制造方法,可成形超高强钢、轻合金等多种金属构成的一体化高性能构件.电弧-激光复合、增材-形变、增材-减材等复合成形技术,可进一步提高成形精度,提升构件韧性,更好地成形异质异构构件.本文从多维异质异构概念内涵、电弧复合增材技术、电弧增材过程智能控制等方面对多维异质异构大型构件智能电弧增材技术进行了综述,重点分析了增材过程参数-熔池视觉-应力-变形等协同传感技术;利用深度学习等人工智能方法,在线调整工艺参数,控制缺陷、抑制应力、减小变形,研制的大型多维异质构件多机器人智能复合增材装备,最大可增材10 m×4 m×4 m多金属构件;分析了电弧增材构件微观组织演变、静(动)态力学性能和抗超高速冲击性能特征;最后,指出了多维异质异构增材技术的4大发展趋势. 展开更多
关键词 多维异质异构 多维大型复杂构件 受控电弧增材 智能控制
原文传递
Optimization of COVID-19 prevention and control measures during the Beijing 2022 Winter Olympics:a model-based study
2
作者 Lingcai Kong mengwei duan +16 位作者 Jin Shi Jie Hong Xuan Zhou Xinyi Yang Zheng Zhao Jiaqi Huang Xi Chen Yun Yin Ke Li Yuanhua Liu Jinggang Liu Xiaozhe Wang Po Zhang Xiyang Xie Fei Li Zhaorui Chang Zhijie Zhang 《Infectious Diseases of Poverty》 SCIE 2022年第5期91-91,共1页
Background:The continuous mutation of severe acute respiratory syndrome coronavirus 2 has made the coronavirus disease 2019(COVID-19)pandemic complicated to predict and posed a severe challenge to the Beijing 2022Wint... Background:The continuous mutation of severe acute respiratory syndrome coronavirus 2 has made the coronavirus disease 2019(COVID-19)pandemic complicated to predict and posed a severe challenge to the Beijing 2022Winter Olympics and Winter Paralympics held in February and March 2022.Methods:During the preparations for the Beijing 2022 Winter Olympics,we established a dynamic model with pulsedetection and isolation efect to evaluate the efect of epidemic prevention and control measures such as entry policies,contact reduction,nucleic acid testing,tracking,isolation,and health monitoring in a closed-loop managementenvironment,by simulating the transmission dynamics in assumed scenarios.We also compared the importance ofeach parameter in the combination of intervention measures through sensitivity analysis.Results:At the assumed baseline levels,the peak of the epidemic reached on the 57th day.During the simulationperiod(100 days),13,382 people infected COVID-19.The mean and peak values of hospitalized cases were 2650and 6746,respectively.The simulation and sensitivity analysis showed that:(1)the most important measures to stopCOVID-19 transmission during the event were daily nucleic acid testing,reducing contact among people,and dailyhealth monitoring,with cumulative infections at 0.04%,0.14%,and 14.92%of baseline levels,respectively(2)strictlyimplementing the entry policy and reducing the number of cases entering the closed-loop system could delay thepeak of the epidemic by 9 days and provide time for medical resources to be mobilized;(3)the risk of environmentaltransmission was low.Conclusions:Comprehensive measures under certain scenarios such as reducing contact,nucleic acid testing,health monitoring,and timely tracking and isolation could efectively prevent virus transmission.Our research resultsprovided an important reference for formulating prevention and control measures during the Winter Olympics,andno epidemic spread in the closed-loop during the games indirectly proved the rationality of our research results. 展开更多
关键词 Dynamic model The Beijing 2022 Winter Olympics Prevention and control measure COVID-19
原文传递
Compartmental structures used in modeling COVID-19: a scoping review
3
作者 Lingcai Kong mengwei duan +3 位作者 Jin Shi Jie Hong Zhaorui Chang Zhijie Zhang 《Infectious Diseases of Poverty》 SCIE 2022年第3期85-85,共1页
Background: The coronavirus disease 2019(COVID-19)epidemic,considered as the worst global public health event in nearly a century,has severely affected more than 200 countries and regions around the world.To effective... Background: The coronavirus disease 2019(COVID-19)epidemic,considered as the worst global public health event in nearly a century,has severely affected more than 200 countries and regions around the world.To effectively prevent and control the epidemic,researchers have widely employed dynamic models to predict and simulate the epidemic’s development,understand the spread rule,evaluate the effects of intervention measures,inform vaccination strategies,and assist in the formulation of prevention and control measures.In this review,we aimed to sort out the compartmental structures used in COVID-19 dynamic models and provide reference for the dynamic modeling for COVID-19 and other infectious diseases in the future.Main text: A scoping review on the compartmental structures used in modeling COVID-19 was conducted.In this scoping review,241 research articles published before May 14,2021 were analyzed to better understand the model types and compartmental structures used in modeling COVID-19.Three types of dynamics models were analyzed:compartment models expanded based on susceptible-exposed-infected-recovered(SEIR)model,meta-population models,and agent-based models.The expanded compartments based on SEIR model are mainly according to the COVID-19 transmission characteristics,public health interventions,and age structure.The meta-population models and the agent-based models,as a trade-off for more complex model structures,basic susceptible-exposed-infected-recovered or simply expanded compartmental structures were generally adopted.Conclusion: There has been a great deal of models to understand the spread of COVID-19,and to help prevention and control strategies.Researchers build compartments according to actual situation,research objectives and complexity of models used.As the COVID-19 epidemic remains uncertain and poses a major challenge to humans,researchers still need dynamic models as the main tool to predict dynamics,evaluate intervention effects,and provide scientific evidence for the development of prevention and control strategies.The compartmental structures reviewed in this study provide guidance for future modeling for COVID-19,and also offer recommendations for the dynamic modeling of other infectious diseases. 展开更多
关键词 COVID-19 Dynamic model COMPARTMENT Epidemic model
原文传递
上一页 1 下一页 到第
使用帮助 返回顶部