Plastic Deformation Kinetics of 95.5Sn4Cu0.5Ag Solder Joints

Author:

Guo Z.1,Pao Yi-Hsin2,Conrad H.1

Affiliation:

1. Materials Science & Engineering Department, North Carolina State University, Raleigh, NC 27695-7907

2. Material Systems Reliability Department, Ford Research Laboratory, 20000 Rotunda Drive, P.O. Box 2053 (MD 2313/SRL), Dearborn, MI 48121-2053

Abstract

The plastic deformation kinetics of 95.5Sn4Cu0.5Ag solder joints were determined in monotonic loading shear over the temperature range of 25°–150°C using three types of tests: (a) constant shear rate, (b) constant shear stress (creep), and (c) differential tests (changes in shear rate or temperature during an otherwise isothermal constant shear rate test). The deformation kinetics were evaluated in terms of the Dorn high temperature plastic deformation equation γ˙p=A(μb/kT)D(b/d)P(τ/μ)n where γ˙p is the shear rate, μ the shear modulus, b the Burgers vector, D the appropriate diffusion coefficient, d the grain size and τ the shear stress. A, p, and n are constants whose values depend on the rate controlling mechanism. It was found that n increased with stress from ~4 at 2 MPa to ~20 at 25 MPa, relatively independent of temperature. The activation ΔH was determined to be 21.1 ± 2 kcal/mole. The constant A, however, decreased with temperature from a value of ~1018 at 25°C to ~1010 at 150°C. The values of n and ΔH suggest that dislocation glide and climb is the rate controlling mechanism and hence that p ≈ 0. It is speculated that the large decrease in A with temperature may be the result of an effect on the microstructure.

Publisher

ASME International

Subject

Electrical and Electronic Engineering,Computer Science Applications,Mechanics of Materials,Electronic, Optical and Magnetic Materials

Reference13 articles.

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2. Bae, K, Sprecher, A. F, Jung, D. Y., Gut, Z., and Conrad, H., 1988, “Effect of Compliance on the Fatigue of Solder Joints in Surface-Mounted Electronic Packages,” Proc. Int. Symp. Test Failure Analysis, ISTEA, ASM, Metals Park, OH, pp. 53–61.

3. Breen J. E. , and WeertmanJ., 1955, “Creep of Polycrystalline Tin,” Trans. AIME, Vol. 203, pp. 1230–1234.

4. Fang T. R. , KolaR., and MurtyK. L., 1986, “An Examination of Class A to Class M Transition in Pb-9Sn and Other Alloys,” Met. Trans. A., Vol. 17A, pp. 1447–1453.

5. Frenkel R. E. , SherbyO. D., and DornJ. E., 1955, “Activation Energies for Creep of Cadmium, Indium and Tin,” Acta Metall., Vol. 3, pp. 470–472.

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