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Interface modelling of microsystem interconnections using micropolar theory and discontinuous approximation

机译:使用微极性理论和不连续近似的微系统互连接口建模

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The contribution focuses on the application of micropolar theory to establish a model for prediction of the interface behavior in microsystem adhesive interconnections. As the dimension of the adhesive itself is usually much smaller than that of neighboring components, and still may include internal structures, the interconnection is treated as an interface zone with an underlying microstructure. The micropolar theory is used in the vicinity of the interface to model the transfer of the couple stress across the interface, and a micro-polar continuum is used to model the interface across which a displacement and a rotational jump are regularized on the basis of the adopted discontinuous kinematics. The resulting elastic interface model picks up the influence of the micro-structure on the basis of an intuitive definition of the stiffness coefficients. The paper is concluded by some numerical examples focusing on a typical interconnect. A parametric study is carried out to reveal the micropolar effect with respect to the size of the micro-structure.
机译:该贡献集中在微极性理论的应用上,以建立用于预测微系统粘合剂互连中的界面行为的模型。由于粘合剂本身的尺寸通常比相邻组件的尺寸小得多,并且仍可以包括内部结构,因此将互连视为具有下层微结构的界面区域。微极性理论用于界面附近,以模拟耦合应力在界面上的传递,微极性连续体用于模拟界面,在该界面上,位移和旋转跃迁基于界面采用不连续运动学。所得的弹性界面模型基于对刚度系数的直观定义,吸收了微结构的影响。本文由一些数值示例得出,这些数值示例着重于典型的互连。进行了参数研究,以揭示相对于微结构尺寸的微极性效应。

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