首页> 外文会议>2002 ASME International Mechanical Engineering Congress and Exposition , Nov 17-22, 2002, New Orleans, Louisiana >PREDICTION OF EQUILIBRIUM AND STABILITY OF MOLTEN SOLDER PROFILES BY FINITE ELEMENT ANALYSIS
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PREDICTION OF EQUILIBRIUM AND STABILITY OF MOLTEN SOLDER PROFILES BY FINITE ELEMENT ANALYSIS

机译:有限元分析预测熔融焊料轮廓的平衡和稳定性

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In development of surface mount technology for Ball Grid Array (BGA) or flip-chip assemblies, it is important to reduce stress concentration in solder joints as it is immediately effective in improving the fatigue life of the assembly. Thus, the ability to predict and control the joint geometries is critical to obtaining robust and reliable designs of interconnects. Other than the issue of the bump shape, there are many problems concerning soldering such as bridging or self-alignment in which surface tension is definitely involved. This paper attempts to apply the FEM approach in solving these problems. Rigid-plastic FEM which is based on iteration for the velocity field in an incompressible viscous fluid is an approach to large deformation analysis. The flow stress is described by the viscosity of the fluid and the strain rate. By introducing an automatic mesh updating procedure, transient problems with free boundary can be treated. We applied this concept to the prediction of solder joint shapes. In this kind of problem, effects of surface tension dominate. Since surface tension is a distributed load that depends on surface curvature, we employed 2D and 3D methods in which the load is updated based on instantaneous state of surface. To verify the accuracy of this method, we analyzed some shape and stability problems of liquid drops for which theoretical solutions were given. Practical applications of the method were also performed for the 2D and 3D solder joint problems, and the results showed a good agreement with experimental ones.
机译:在开发球栅阵列(BGA)或倒装芯片组件的表面安装技术时,降低焊点中的应力集中非常重要,因为它可以立即有效地提高组件的疲劳寿命。因此,预测和控制接头几何形状的能力对于获得互连的鲁棒和可靠设计至关重要。除了凸点形状的问题之外,还有许多与焊接有关的问题,例如桥接或自对准,其中肯定涉及表面张力。本文尝试将FEM方法应用于解决这些问题。基于不可压缩粘性流体中速度场迭代的刚塑性有限元法是一种进行大变形分析的方法。流动应力由流体的粘度和应变率来描述。通过引入自动网格更新程序,可以解决具有自由边界的瞬态问题。我们将此概念应用于焊点形状的预测。在这种问题中,表面张力的影响起主要作用。由于表面张力是一种取决于表面曲率的分布载荷,因此我们采用了2D和3D方法,其中载荷基于表面的瞬时状态进行更新。为了验证该方法的准确性,我们分析了一些液滴的形状和稳定性问题,并给出了理论解。该方法还针对2D和3D焊点问题进行了实际应用,结果与实验结果吻合良好。

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