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FIGURE 59.17 Close-up of three solder joints. The local model is created from one of the solder joints and its associated PWB, package substrate, die, and overmold. In this figure, the leftmost ball and associated material for the local model are indicated by the area inside the dashed rectangle.

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Plastic work and plastic strain are two of the most common local damage parameters employed in solder joint lifetime estimations. The type of damage parameter selected is usually dictated by the experimental data available for a specific joint type (BGA, CCGA) that correlate damage with fatigue life. A methodology that employs plastic work and a correlation between plastic work and crack initiation and propagation can be found in References 10 and 46.

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59.4.1.3 Phase 3: Solder Joint Fatigue-Life Assessment. The local model damage parameter is then employed to determine the fatigue life of a given joint. Techniques for assessing lifetime based on a damage parameter range from employing plastic strain (Coffin-Manson relationship, Eq. 59.8) to complex considerations of crack initiation and crack growth rates correlated with plastic work.10, 46 Regardless of the technique, the output of this phase is an estimate of the reliability of one joint: the worst-case solder joint. Some of the fatigue-life prediction models that have been employed for lead-free solder joints are outlined in Table 59.7. In addition, other models for predicting fatigue life from the finite element models and performing relative comparative analysis can be found in References 16 and 47.

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When you run this code within a program, you will notice that the higher frequency notes run for shorter times than the lower frequencies. The reason for this is that the time between the toggles shortens and the notes get done sooner as the frequency increases. (We created eight notes to make sure that we would notice the decrease in the note duration.) This requires that the repeat factor for each note be dependent on the delay between toggles for that specific note. Also note that the duration of each note is not affected by the toggling instruction time or the general program flow (in that each repeating sequence is identical), so if you were in need of an exactly timed sequence, this too would have to be taken into consideration. Think about how you would make each succeeding note play for the same duration.

TABLE 59.7 Different Fatigue-Life Models for Predicting Fatigue Life from the Finite Element Model Results18 Fatigue-life model Nf = C1(ecr)C2 Nf = Number of cycles to fail ecr = Average equivalent creep strain Nf = C1( Wcr)C2 Wcr = Average viscoplastic strain energy density/cycle Constants C1 = 4.5 C2 = 1.295 Test conditions Flip-chip bumps with and without underfill. Wirebonded PBGA packages mounted on PWB Flip-chip bumps with and without underfill. Wirebonded PBGA packages mounted on PWB. Several different BGA packages: CABGA, CBGA, FlexBGA, PBGA, TSCSP, etc. Double power law creep constitutive relations.20 Several different BGA packages: CABGA, CBGA, FlexBGA, PBGA, TSCSP, etc. Double power law creep constitutive relations.20 Solder joint samples attached to copper coupons, subjected to cyclic loading. One-dimensional analytical model to derive constants. Reference Schubert48

its data exported; in this case, the customers table component. You should also set Export Type to excelHTML, which is the only currently supported value.

1/Nf = 1/Nfp + 1/Nfc Nfp = (Wp /Wp0)1/c Nfc = (Wc /Wc0)1/d Nfp = Number of cycles to failure due to plastic damage Nfc = Number of cycles to failure due to creep damage Wp = Plastic work density calculated per load cycle Wc = Creep work density calculated per load cycle

A comparison of the results obtained by Schubert s48 model with those obtained by Syed s49 model can be found in Reference 51 It is important to note that these models are a function of the way that the material properties of the solder joints are modeled In other words, the solder material properties used to derive these models play a significant role in the accuracy of the models If a particular fatigue-life model is selected, the corresponding solder constitutive model used to derive the model constants should be used in the analysis In addition, several other factors could significantly alter the accuracy of a model, such as time step size, mesh density, material properties, reference temperature, element size, element type, and even software All these need to be taken into account when using a model to predict fatigue life.

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