Title :
Microstructure-based stress modeling of tin whisker growth
Author :
Zhao, Jie-Hua ; Su, Peng ; Ding, Min ; Chopin, Sheila ; Ho, Paul S.
Author_Institution :
Freescale Semicond. Inc., Austin, TX, USA
fDate :
31 May-3 June 2005
Abstract :
A 3D finite element method (FEM) model considering the elasticity anisotropy, thermal expansion anisotropy and plasticity of β-Sn is established. The Voronoi diagrams are used to generate the geometric patterns of grains of the Sn coating on Cu leadframes. The crystal orientations are assigned to the Sn grains in the model using the X-ray diffraction (XRD) measurement data of the samples. The model is applied to the Sn-plated package leads under thermal cycling tests. The strain energy density (SED) is calculated for each grain. It is observed that the samples with higher calculated SED are more likely to have longer Sn whiskers and higher whisker density. The FEM model, combined with the XRD measuring of the Sn finish, can be used as an effective indicator of the Sn whisker propensity. This may expedite the qualification process significantly.
Keywords :
X-ray diffraction; computational geometry; copper; crystal microstructure; crystal orientation; elasticity; finite element analysis; physics computing; plasticity; solid modelling; stress analysis; thermal expansion; tin; whiskers (crystal); 3D finite element method model; Cu; Sn; Voronoi diagrams; X-ray diffraction; computational geometry; crystal microstructure; crystal orientations; elasticity anisotropy; geometric patterns; microstructure-based stress modeling; physics computing; plasticity; solid modelling; strain energy density; thermal cycling tests; thermal expansion anisotropy; tin whisker growth; Anisotropic magnetoresistance; Coatings; Crystal microstructure; Elasticity; Finite element methods; Thermal expansion; Thermal stresses; Tin; X-ray diffraction; X-ray scattering;
Conference_Titel :
Electronic Components and Technology Conference, 2005. Proceedings. 55th
Print_ISBN :
0-7803-8907-7
DOI :
10.1109/ECTC.2005.1441258