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Study on the Cumulative Rule of Vibration Damage of BGA Solder Joint under Multi-Phase Condition

机译:多相条件下BGA焊点振动损伤累积规律的研究

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This paper from the fatigue life model, the damage accumulation theory and finite element simulation to study the three aspects, In view of the present under the condition of multi-phase, electronic products solder joint vibration fatigue damage accumulation problem of the unreasonable linear hypothesis, this paper puts forward the existing theory to seek a suitable for nonlinear damage cumulative rules under the rules of the vibration profile. The thesis mainly includes the following research work: Firstly, Using the Fourier transform, a two-phase vibration profile is established through two different phase vibration spectra. Secondly, the finite element simulation of BGA solder joint random vibration fatigue was carried out, and the simulation life of solder joints under each phase vibration was obtained. Finally, through the finite element simulation software for vibration fatigue damage cumulative model fitting shows that nonlinear damage cumulative Duyi Ye ductile in the theory of dissipation model is the most practical vibration fatigue damage cumulative rule.
机译:本文从疲劳寿命模型,损伤累积理论和有限元模拟三个方面进行研究,鉴于目前在多相条件下,电子产品焊点振动疲劳损伤累积问题的线性假设不合理,本文提出了现有的理论,寻求在振动分布规律的条件下,适合于非线性损伤累积规律。本论文主要包括以下研究工作:首先,利用傅立叶变换,通过两个不同的相位振动谱建立了两相振动曲线。其次,对BGA焊点随机振动疲劳进行了有限元模拟,得到了各相振动条件下焊点的模拟寿命。最后,通过有限元仿真软件对振动疲劳损伤累积模型进行拟合,表明非线性损伤累积杜伊叶延性在耗散模型理论中是最实用的振动疲劳损伤累积规则。

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