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Effect of Curing Temperature and Curing Degree on Elastic Recovery of Conductive Particles

机译:固化温度和固化程度对导电颗粒弹性回收的影响

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The nonlinear properties of elastic modulus of the resin in relation to curing degree of the resin was defined through the phenomenological model. The finite element model of LTCC-metal assembly, which belong to the radio frequency (RF) function layer, is established by ABAQUS. When curing pressure is determined, the effect of different curing degree on the elastic recovery of conductive particles is given under the same curing temperature, and the influence of different curing temperature on the deformation of conductive particle is also given under the same curing degree. Therefore, the curing degree increased is able to increase the contact area of conductive particles so as to reduce the contact resistance, but at the same time, the interconnection interface residual stress also increased, thus easy to cause the stratification. However, when the curing degree is determined, the contact area increased firstly, and then gradually decrease as the curing temperature increases, and when used in curing at lower temperature, the curing time increased accordingly, it will influence the economic benefits.
机译:通过现象学模型定义了与树脂固化程度相关的树脂弹性模量的非线性性质。 ABAQUS建立了属于射频(RF)功能层的LTCC金属组件的有限元模型。当确定固化压力时,在相同的固化温度下给出不同固化程度对导电颗粒弹性回收的影响,并且在相同的固化度下也给出不同固化温度对导电颗粒变形的影响。因此,固化程度增加能够增加导电颗粒的接触面积,以降低接触电阻,但同时,互连界面残余应力也增加,从而易于引起分层。然而,当确定固化度时,接触面积首先增加,然后随着固化温度的增加逐渐减小,并且当在较低温度下固化时,固化时间相应地增加,它将影响经济效益。

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