曲哲研究员以“医疗建筑在地震作用下的经济损失与韧性评估”为主题,结合实际案例,对地震作用下的结构构件损失评估、经济损失评估和功能损失评估方法进行了介绍。
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我所专家赴北京市地震局开展地震韧性评价交流_中国地震局工程力学研究所
中国地震局工程力学研究所 免费考研网/2018-04-13
2018年4月3日,我所曲哲研究员受邀赴北京市地震局,与相关业务人员就北京地震安全韧性评价工作的开展进行了交流。
曲哲研究员以“医疗建筑在地震作用下的经济损失与韧性评估”为主题,结合实际案例,对地震作用下的结构构件损失评估、经济损失评估和功能损失评估方法进行了介绍。
![http://www.cea.gov.cn/publish/dizhenj/464/495/20180409154440708533548/1523233759716.jpg](http://www.iem.net.cn/data:image/png;base64,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)
曲哲研究员以“医疗建筑在地震作用下的经济损失与韧性评估”为主题,结合实际案例,对地震作用下的结构构件损失评估、经济损失评估和功能损失评估方法进行了介绍。
相关话题/地震 医疗 建筑 交流 北京
我所恢先实验室顺利完成夹心保温砌体结构模拟地震振动台试验_中国地震局工程力学研究所
2018年4月2日,我所恢先地震工程综合实验室顺利完成新疆克拉玛依市住房和城乡建设局委托的四层夹心保温砌体结构模拟地震振动台试验。参照新疆克拉玛依市夹心保温砌体住宅结构特点,采用1/2缩尺制作了四层夹心保温砌体住宅模型,试验选用EL-Centro波、Taft波和符合克拉玛依市场地特征的人工波,进行模 ...中国地震局工程力学研究所 中国地震局工程力学研究所 免费考研网 2018-04-13中广核苏州热工研究院郭建兵总工程师等一行来我所交流访问_中国地震局工程力学研究所
应我所结构工程研究室邀请,中国广核集团有限公司苏州热工研究院郭建兵总工程师、黄乾所长和杨建峰高工于2018年3月6日来我所进行交流访问。双方主要就目前正在开展的“核电站厂房及构筑物抗震分析二期项目”进行交流,并对未来可能的合作方向进行了深入地探讨。期间,郭建兵总工为在我所作了题为“核安全概论”的学术 ...中国地震局工程力学研究所 中国地震局工程力学研究所 免费考研网 2018-04-13我所地震工程与工程振动重点实验室地震模拟振动台(哈尔滨)改造后成功完成首次试验_中国地震局工程力学研究所
我所历时一年多时间对地震工程与工程振动重点实验室地震模拟振动台(哈尔滨)进行了升级改造。2018年3月12日,改造后的振动台迎来了首次试验。张令心研究员团队针对近年来破坏性地震中底部框架上部砌体结构破坏特点,开展了“不同版本规范设计的底框结构抗震性能对比试验”,以深度挖掘底框结构地震损伤破坏特征。本 ...中国地震局工程力学研究所 中国地震局工程力学研究所 免费考研网 2018-04-13工力所产出河北永清4.3级地震 强震动观测数据应急处理结果V2.0_中国地震局工程力学研究所
据中国地震台网正式测定:2月12日18时31分,在河北永清县(北纬39.37度,东经116.67度)发生4.3级地震,震源深度20公里。截至23时50分共收到河北省地震局、北京市地震局、天津市地震局115组强震动记录事件。中心立即组织人员进行处理。获取记录台站加速度记录分析结果见表1。其中河西务强震 ...中国地震局工程力学研究所 中国地震局工程力学研究所 免费考研网 2018-04-13第十届全国土动力学学术会议通知_中国地震局工程力学研究所
会议通知/Uploads/Editor/2018/02/28/5a965210aeb5a.pdf ...中国地震局工程力学研究所 中国地震局工程力学研究所 免费考研网 2018-04-13美国伊利诺伊州立大学香槟分校Billie F. Spencer教授来我所进行访问交流_中国地震局工程力学研究所
应我所邀请,美国伊利诺伊州立大学香槟分校B.F.Spencer教授于2018年1月10日-12日来工力所交流访问。访问期间,Spencer教授做了题为“TopologyOptimizationofStructuressubjectedtoStochasticDynamic”的学术报告,报告由孙柏涛所 ...中国地震局工程力学研究所 中国地震局工程力学研究所 免费考研网 2018-04-13我所举办“韧性城乡”青年学者学术沙龙_中国地震局工程力学研究所
为进一步落实《国家地震科技创新工程》“韧性城乡”计划,2018年1月29日,我所举办了第二届青年学者学术沙龙—关于“韧性城乡”的大讨论。沙龙涵盖了工程地震、强震观测、岩土工程、结构工程、生命线工程、城市综合防灾等领域,旨在通过各专业人员的报告,进一步相互了解当前正在进行的工作,认识当前工作与“韧性城 ...中国地震局工程力学研究所 中国地震局工程力学研究所 免费考研网 2018-04-13新加坡南洋理工大学李兵教授应邀来所访问并做学术报告_中国地震局工程力学研究所
应我所邀请,新加坡南洋理工大学李兵教授于2018年1月4日来我所进行学术交流,并作了题为“钢筋混凝土结构地震倒塌分析——几个值得探讨的问题”的学术报告,报告会由戴君武研究员主持,我所科研人员、研究生参加了此次学术活动。报告结束后,我所相关科技人员与李兵教授围绕混凝土构件剪切本构模型、结构倒塌试验、地 ...中国地震局工程力学研究所 中国地震局工程力学研究所 免费考研网 2018-04-13西班牙地震工程协会秘书长玛利亚?豪森教授等2人来我所进行合作交流_中国地震局工程力学研究所
为了进一步推进国家地震科技创新工程“韧性城乡”计划实施,我所特邀请西班牙地震工程协会秘书长玛利亚?豪森教授和西班牙卡塔赫纳理工大学拉斐尔?布莱兹科斯教授来所进行交流合作。1月9日两位教授在我所分别作了学术报告。报告由张令心研究员主持,孙柏涛所长、齐霄斋研究员以及我所科研人员和研究生参加了报告。玛利亚 ...中国地震局工程力学研究所 中国地震局工程力学研究所 免费考研网 2018-04-13我所组织2018年国家自然科学基金项目申报与经验交流会_中国地震局工程力学研究所
为做好2018年国家自然科学基金项目申报工作,提高申报质量,2017年12月27日,我所组织了国家自然科学基金项目申报与经验交流会。科发部向科研人员解读了国家自然科学基金委科学基金资助工作部署,介绍了2017年度国家自然科学基金项目资助工作概况,最后着重强调了2018年度申请应注意的事项和我所相关安 ...中国地震局工程力学研究所 中国地震局工程力学研究所 免费考研网 2018-04-13