Biomedical Engineering Reference
In-Depth Information
241. Keshevan, K., Sargent, G., and H. Conrad. 1980. Statistical analysis of the Hertzian fracture of
Pyrex glass using the Weibull distribution function, J. Mater. Sci. 15:839-844.
242. Phani, K. K. 1987. A new modified Weibull distribution function. Commun. Am. Ceram. Soc.
70:182-184.
243. Yang, L., English, J. R., and T. L. Landers. 1995. Modeling latent and patent failures of electronic
products. Microelectron. Reliab. 35:1501-1505.
244. Quereshi, F. S., and A. K. Sheikh. 1997. Probabilistic characterization of adhesive wear in met-
als. IEEE Trans. Reliab. 46:38-44.
245. Almeida, J. B. 1999. Application of Weibull statistics to the failure of coatings. J. Mater. Process.
Technol. 93:257-263.
246. Talker, P., and R. O. Weber. 2000. Power spectrum and detrended fluctuation analysis: Appli-
cation to daily temperatures. Phys. Rev. E 62:150-160.
247. Fok, S. L., Mitchell, B. C., Smart, J., and B. J. Marsden. 2001. A numerical study on the applica-
tion of the Weibull theory to brittle materials. Eng. Fract. Mech. 68:1171-1179.
248. Villora, J. M., Callejas, P., Barba, M. F., and C. Baudin. 2004. Statistical analysis of the fracture
behaviour of porous ceramic Raschig rings. J. Eur. Ceram. Soc. 24:589-594.
249. Abernethy, R. B. 2000. The New Weibull Handbook: Reliability and Statistical Analysis for Predicting
Life, Safety, Survivability, Risk, Cost and Warranty Claims , 4th edition. North Palm Beach, FL:
Robert B. Abernathy.
250. Faucher, B., and W. R. Tyson. 1988. On the determination of Weibull parameters. J. Mater. Sci.
Lett. 7:1199-1203.
251. Lima, R. S., and B. R. Marple. 2003. High Weibull modulus HVOF titania coatings. J. Thermal
Spray Technol. 12:240-249.
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