西安建筑科技大学学报(自然科学版)
西安建築科技大學學報(自然科學版)
서안건축과기대학학보(자연과학판)
JOURNAL OF XI'AN UNIVERSITY OF ARCHITECTURE & TECHNOLOGY
2006年
4期
473-479
,共7页
Kanai-Tajimi模型%模型参数%随机地震反应谱%弹塑性%钢-混凝土混合结构
Kanai-Tajimi模型%模型參數%隨機地震反應譜%彈塑性%鋼-混凝土混閤結構
Kanai-Tajimi모형%모형삼수%수궤지진반응보%탄소성%강-혼응토혼합결구
Kanai-Tajimi model%model parameters%random seismic spectrum%elastic-plastic%steel-concrete hybrid structure
选择Kanai-Tajimi地震动模型,基于我国现行抗震规范(GB50011-2001)并利用随机极值原理进行参数研究.给出了多遇地震作用下的模型参数,对罕遇地震作用下的模型参数进行了初步探讨.在线性单自由度体系随机振动理论基础上提出了随机地震反应谱,给出了谱值及其概率分布.利用非线性体系随机振动理论对弹塑性随机地震反应谱也进行了探讨.利用随机地震反应谱确定了某钢-砼混合支架结构的水平地震作用.随机地震反应谱能够弥补常规反应谱不能给出最大反应发生概率的缺陷,同时也能将复杂的随机振动理论和广大工程师所熟悉的抗震知识结合起来,从而促进随机振动理论在实际工程中的应用.
選擇Kanai-Tajimi地震動模型,基于我國現行抗震規範(GB50011-2001)併利用隨機極值原理進行參數研究.給齣瞭多遇地震作用下的模型參數,對罕遇地震作用下的模型參數進行瞭初步探討.在線性單自由度體繫隨機振動理論基礎上提齣瞭隨機地震反應譜,給齣瞭譜值及其概率分佈.利用非線性體繫隨機振動理論對彈塑性隨機地震反應譜也進行瞭探討.利用隨機地震反應譜確定瞭某鋼-砼混閤支架結構的水平地震作用.隨機地震反應譜能夠瀰補常規反應譜不能給齣最大反應髮生概率的缺陷,同時也能將複雜的隨機振動理論和廣大工程師所熟悉的抗震知識結閤起來,從而促進隨機振動理論在實際工程中的應用.
선택Kanai-Tajimi지진동모형,기우아국현행항진규범(GB50011-2001)병이용수궤겁치원리진행삼수연구.급출료다우지진작용하적모형삼수,대한우지진작용하적모형삼수진행료초보탐토.재선성단자유도체계수궤진동이론기출상제출료수궤지진반응보,급출료보치급기개솔분포.이용비선성체계수궤진동이론대탄소성수궤지진반응보야진행료탐토.이용수궤지진반응보학정료모강-동혼합지가결구적수평지진작용.수궤지진반응보능구미보상규반응보불능급출최대반응발생개솔적결함,동시야능장복잡적수궤진동이론화엄대공정사소숙실적항진지식결합기래,종이촉진수궤진동이론재실제공정중적응용.
According to Chinese seismic code(GB50011-2001)and random extreme value theory, the parameters of Kanai-Tajimi earthquake ground motion model are suggested and the ones under seldom-occurred earthquake action are studied preliminarily. Then random seismic response spectrum is presented based on the random vibration theory of SDOF linear system. Spectral value and its probability distribution are deduced. Elastic-plastic random seismic response spectrum is also researched preliminarily. Random seismic response spectrum is used to calculate the horizontal earthquake action of a steel-concrete vertical hybrid structure. Random seismic response spectrum can improve normal design response spectrum that which can't show the probability of maximum response value, and it also can combine the complex random vibration theory with the structural seismic knowledge which is very familiar to most engineers, thus the practical application of random vibration theory can be improved greatly.