简介:Theobjectiveofthisworkistoanalysefatiguereliabilityofdeckstructuressubjectedtocorrelatedcrackgrowth.Thestressintensityfactorsofthecorrelatedcracksareobtainedbyfiniteelementanalysisandbasedonwhichthegeometrycorrectionfunctionsarederived.TheMonteCarlosimulationsareappliedtopredictthestatisticaldescriptorsofcorrelatedcracksbasedontheParis-Erdoganequation.Aprobabilisticmodelofcrackgrowthasafunctionoftimeisusedtoanalysethefatiguereliabilityofdeckstructuresaccountingforthecrackpropagationcorrelation.Adeckstructureismodelledasaseriessystemofstiffenedpanels,whereastiffenedpanelisregardedasaparallelsystemcomposedofplatesandarelongitudinal.Ithasbeenproventhatthemethoddevelopedherecanbeconvenientlyappliedtoperformthefatiguereliabilityassessmentofstructuressubjectedtocorrelatedcrackgrowth.
简介:主要对含裂纹梁在振动与超声波联合激励下所出现的非线性动力响应的机理和特性进行研究.将疲劳裂纹在外加激励下的状态简化为周期性张开一『才】合的非线性过程,基于圣维南原理,采用有限元方法建屯了含非对称疲劳裂纹梁的非线性数值分析模型.利用非线性输出频率响应函数(NOFRFs)概念,对裂纹梁在高一低频简谐激励下所出现的非线性动力响应特性的机理进行了解释.具体以悬臂梁为例,仿真分析了裂纹深度和裂纹位置等参数的变化对系统非线性动力响应特性的影响规律.