2012
DOI: 10.1016/j.microrel.2012.07.024
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High-temperature fatigue life of flip chip lead-free solder joints at varying component stand-off height

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Cited by 15 publications
(5 citation statements)
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“…The maximum equivalent stress appears on the contact surface between the upper substrate and UBM at the second solder joint on the edge, the minimum appears on the middle of the lower substrate. The overall distribution law conforms to the analysis of the equivalent stress spreading to the edge, and the equivalent stress and strain of the solder joints at the edge is greater than that of the solder joints near the center [13]. The accumulation of equivalent viscoplastic strain increases outwardly from the center of the solder joint, the high-level distribution mainly appears at the corner contact position between the UBM and the solder joint.…”
Section: Ecie-2022 Journal Of Physics: Conference Series 2221 (2022) ...supporting
confidence: 70%
“…The maximum equivalent stress appears on the contact surface between the upper substrate and UBM at the second solder joint on the edge, the minimum appears on the middle of the lower substrate. The overall distribution law conforms to the analysis of the equivalent stress spreading to the edge, and the equivalent stress and strain of the solder joints at the edge is greater than that of the solder joints near the center [13]. The accumulation of equivalent viscoplastic strain increases outwardly from the center of the solder joint, the high-level distribution mainly appears at the corner contact position between the UBM and the solder joint.…”
Section: Ecie-2022 Journal Of Physics: Conference Series 2221 (2022) ...supporting
confidence: 70%
“…Intermetallic compounds (IMCs) with a thickness of 6 µm, comprising Cu 3 Sn 5 and Ag 3 Sn on either side of the solder material, were used to completely model the interconnection. For the characterization of solder alloys, the Garofalo-Arrhenius model [34], using accumulated creep strain and dissipated strain energy density, which has an exponential dependence on temperature and a hyperbolic sine dependence on high stress, is commonly accepted. The flow equation for creep strain rate is given by: .…”
Section: Solar Cell Materials and Propertiesmentioning
confidence: 99%
“…In the sub-modeling technique, a global coarse-mesh model is established and numerically analyzed first as shown in Fig.2 [7] . ANSYS can perform fatigue calculations for either constant amplitude loading or proportional non-constant amplitude loading [8] . Loading has four types: fully reversed, zero-based, ratio and history data.…”
Section: Basquin Equation As Followingmentioning
confidence: 99%