ZHONG WEI, YANG HUANHONG, MA XIANGDONG, et al. DYNAMIC RELIABILITY ANALYSIS OF PHOTOVOLTAIC SUPPORT SYSTEM CONSIDERING MULTIPLE UNCERTAINTIES. [J]. Journal of mechanical strength , 2024, 46(4): 898-904.
ZHONG WEI, YANG HUANHONG, MA XIANGDONG, et al. DYNAMIC RELIABILITY ANALYSIS OF PHOTOVOLTAIC SUPPORT SYSTEM CONSIDERING MULTIPLE UNCERTAINTIES. [J]. Journal of mechanical strength , 2024, 46(4): 898-904. DOI: 10.16579/j.issn.1001.9669.2024.04.019.
构建了基于概率密度演化理论(Probability Density Evolution Method
PDEM)的光伏支撑体系可靠性分析模型
包括概率守恒方程、基本控制方程和密度演化方程;然后
建立了光伏支撑体系的有限元分析模型
包括结构受力模型、荷载组合形式、网格划分算法等。仿真模型中考虑了结构所受荷载与结构本身的随机性
共计6个随机变量和44个代表点。为提升算法分析效率
提出了Abaqus⁃PDEM的联合仿真算法
仿真分析表明
光伏支撑体系的失效模式主要为应力控制和位移控制两种
后者影响更为明显
基本荷载组合工况下的可靠度为0.928。随着风力等级的提高
结构可靠性逐渐降低
在高风速区间(大于40 m/s)
结构本身的不确定性会高估结构的可靠性水平
在设计中应予以关注。
Abstract
Dynamic reliability analysis method of photovoltaic support system(PSS)was proposed considering the multiple uncertainties.Firstly
the reliability analysis model of PSS was constructed based on the probability density evolution method(PDEM)
including the probability conservation equation
basic governing equation and density evolution equation.Then
the finite element analysis model of PSS was built
including the structural stress model
load combination form
and mesh generation algorithm.In simulation
the randomness in load combination and structures were incorporated
in which consists of six basic random parameters and 44 representative systems.The solution efficiency was improved by the joint simulation of PDEM and Abaqus.Results show that stress and displacement are two failure modes of PSS
and the influence of the latter is more obvious.The reliability index under the basic load combination condition is 0.928.As wind speed increases
the structural reliability decreases.In the high⁃speed range larger than 40 m/s
the uncertainty in structure itself will overestimate the reliability level of PSS
which should be paid attention in design.
关键词
光伏支撑体系荷载组合概率密度演化理论多重不确定性有限元模型可靠性分析
Keywords
Photovoltaic support systemLoad combinationProbability density evolution methodMultiple uncertaintiesFinite element modelReliability analysis