Cooling techniques for electronic equipment
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Cites methods from "Cooling techniques for electronic e..."
...This dissertation will not address these thermal ALT methods; computer codes exist to perform these 8 analyses for solder joint component failure like those of Clech (2008) and CALCE (2011), and the books by Lau (1994) and Steinberg (1991) show how to predict solder joint failures....
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...In addition, S-N curve development and how it is incorporated into analysis for predicting life is presented using Steinberg (2000) equations....
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...Calculating the CDI denominators, the Ni represent the 1, 2, and 3 Sigma levels of rms stress and are computed using the following equation Ni = N (S/Si)(4) (13) where N = 20 x 10(6) cycles, and S is computed by an equation representing 3sigma stresses for components expected to achieve a fatigue life of about 20 million stress reversals in a random vibration environment per the research published by Steinberg (2000) Si = PWB rms stress responses from the measured strains....
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...This section also describes how to calculate life given solder joint stress or displacements based on Steinberg (2000). Life using stress is calculated as follows and is called the cumulative damage index (CDI):...
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...19, N = 1000 cycles-to-failure, S = 6500 psi, and exponent = 4 using Steinberg’s (2000) for tin-lead solder. Therefore, NSnPb = 1.8 million predicted cycles-to-failure for Sn-Pb solder, but the actual GG CCA had only between 456,000 to 649,000 cycles (Table 4.5) and thus did not expect failure of this GG CCA. The following calculation shows why the CALCE PWA code is conservative for lead-free LRU applications, applying equation (14): Ni = N x (Z / Zi), where N = 20 x 10(6) cycles, and Z is computed by an equation representing 3 sigma displacements for components expected to achieve a fatigue life of about 20 million stress reversals in a random vibration environment per the research published by Steinberg (2000). Zi = 0....
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4 citations
4 citations
4 citations