基于有限元分析的多模三维叠层结构热应力跟踪

Cheong-Ha Jung, Won Seo, Gu-sung Kim
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摘要

与传统的二维封装相比,3D封装技术具有降低功耗和延迟、高集成度、高带宽和减小外形尺寸等优点,是半导体封装领域的一项有前景的技术。然而,3D堆叠封装存在许多问题,如IMD裂纹、界面分层、TSV空洞、TSV衬里/屏障损伤、薄模裂纹和焊料消耗等。这些问题降低了封装的可靠性。因此,本文提出了一种通过三维堆垛封装仿真从应力角度分析可靠性问题的方法,以提高可靠性。为了进行计算机仿真,建立了多模四层叠置的三维结构模型,并按照JEDEC22-A104标准进行了热循环模拟试验。每一层通过微焊料连接到上层的RDL层,并通过下层模具的通孔将填充铜的TMV连接。并根据热循环的快速温度变化,在封装中产生应力。结果表明,最大应力发生在位于底层的微焊点,特别是与tmv接触的部分。这与裂纹的倾向是一致的,这是一个经常在微焊料和TMV中观察到的问题。由于热负荷直接表示为变形而不累积应力,因此在最上层电磁兼容层产生最大应变和最小应力。
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Thermal Stress Tracking in Multi-Die 3D Stacking Structure by Finite Element Analysis
3D packaging technology, which has advantages such as power consumption and delay reduction, high integration, high bandwidth, and reduced form factor compared to conventional 2D packaging, has been actively studied as promising technology in the semiconductor package field. However, there are many issues in 3D stacking package such as IMD crack, interface delamination, TSV void, liner / barrier damage of TSV, thin die crack, and solder consumption etc. And these issues degrade package reliability. Therefore, in this paper, we propose a method to analyze the reliability problem from the viewpoint of stress through the 3D stacking package simulation and to improve the reliability. In order to carry out the computer simulation, a 3D structure in which a multi die is stacked with four layers is modeled and a thermal cycling test according to the JEDEC22-A104 standard is simulated. Each layer was connected to the RDL layer of the upper layer through a microsolder and the TMV filled with copper through a via hole in the lower layer mold. And the stress occurs in the package according to the rapid temperature change of the thermal cycle. As a result, the maximum stress occurred in the microsolders located at the bottom layer, especially at the part contacting the TMVs. This is consistent with the tendency of cracks, which is a problem that is often observed in microsolder and TMV. In addition, maximum strain and minimum stress were generated in the uppermost EMC layer Because the heat load was directly expressed as deformation not accumulating the stress.
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