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NTIS 바로가기Quality and reliability engineering international, v.27 no.4, 2011년, pp.595 - 607
Monroe, Eric M. (Arizona State University, Tempe, AZ 85287, U.S.A.) , Pan, Rong (Los Alamos National Laboratory, Los Alamos, New Mexico 87545, U.S.A.) , Anderson‐Cook, Christine M. (Arizona State University, Tempe, AZ 85287, U.S.A.) , Montgomery, Douglas C. (Arizona State University, Glendale, AZ 85306, U.S.A.) , Borror, Connie M.
AbstractOptimal experimental design practices are prominent in many applications. This paper proposes an alternate way of computing the information matrix, a key consideration in planning an accelerated life test. The generalized linear model approach allows optimal designs to be computed using iter...
1 JEDEC . JEDEC Standard JESD22‐A105C for Power and Temperature Cycling, 2004. Available at: [April 2009 ].
2 JEDEC . JEDEC Standard JESD22‐A104C for Temperature Cycling, 2005. Available at: [April 2009 ].
3 Chernoff H . Optimal accelerated life designs for estimation . Technometrics 1962 ; 4 : 381 – 408 .
4 Escobar LA , Meeker WQ . Planning accelerated life tests with two or more experimental factors . Technometrics 1995 ; 37 : 411 – 427 .
5 Park JW , Yum BJ . Optimal design of accelerated life tests with two stresses . Naval Research Logistics 1996 ; 43 : 863 – 884 .
6 Tang LC , Sun YS , Goh TN , Ong HL . Planning multiple‐levels constant‐stress accelerated life tests . Proceedings, Annual Reliability and Maintainability Symposium, Seattle, WA, 2002; 338 – 342 .
7 Monroe EM , Pan R . Experimental designs for accelerated life tests with non‐linear constraints and censoring . Journal of Quality and Technology 2008 ; 40 ( 4 ): 355 – 367 .
8 Russell KG , Woods DC , Lewis SM , Eccleston JA . D‐optimal designs for Poisson regression models . Statistica Sinica 2009 ; 19 : 721 – 730 .
9 Tang LC , Goh TN , Ong HL . Planning accelerated life tests for censored two‐parameter exponential distributions . Naval Research Logistics 1999 ; 46 : 169 – 186 .
10 Woods DC , Lewis SM , Accleston JA , Russell KG . Designs for generalized linear models with several variables and model uncertainty . Technometrics 2006 ; 48 : 284 – 292 .
11 Gotwalt CM , Jones BA , Steinberg DM . Fast computation of designs robust to parameter uncertainty for nonlinear settings . Technometrics 2009 ; 51 : 91 – 108 .
12 Nelson WB . Accelerated Testing—Statistical Models, Test Plans, and Data Analysis . Wiley : New York , 1990 .
13 Nelson WB . A bibliography of accelerated test plans part I . IEEE Transactions on Reliability 2005a ; 54 ( 2 ): 194 – 197 .
14 Nelson WB . A bibliography of accelerated test plans part II . IEEE Transactions on Reliability 2005b ; 54 ( 3 ): 370 – 373 .
15 McCullagh P , Nelder JA . Generalized Linear Models . Chapman & Hall : New York , 1989 .
16 Myers RH , Montgomery DC , Vining GG , Robinson TJ . Generalized Linear Models: with Applications in Engineering and the Sciences ( 2dn edn ). Wiley : NY , 2010 .
17 Dobson AJ , Barnett A . An Introduction to Generalized Linear Models ( 3rd edn ). Chapman & Hall /CRC : Boca Raton, FL , 2008 .
18 Aitkin M , Clayton D . The fitting of exponential, Weibull and extreme value distributions to complex censored survival data using GLIM . Applied Statistics 1980 ; 29 : 156 – 163 .
19 Whitehead J . Fitting Cox's regression model to survival data using GLIM . Applied Statistics 1980 ; 29 : 268 – 275 .
20 Barbosa EP , Louzada‐Neto F . Analysis of accelerated life tests with Weibull failure distribution via generalized linear models . Communications in Statistics—Simulation and Computation 1994 ; 23 ( 2 ): 455 – 465 .
21 Wang W , Kececioglu DB . Fitting the Weibull log‐linear model to accelerated life‐test data . IEEE Transactions on Reliability 2000 ; 49 ( 2 ): 217 – 223 .
22 Yum BJ . Development of life‐test sampling plans for exponential distributions based on accelerated life testing . Communications in Statistics—Theory and Methods 1990 ; 19 ( 7 ): 2735 – 2743 .
23 Hsieh HK . Accelerated life test sampling plans for exponential distributions . Communications in Statistics—Simulation and Computation 1994 ; 23 : 27 – 41 .
24 Kim SH , Yum BJ . Comparisons of exponential life test plans with intermittent inspections . Journal of Quality Technology 2000 ; 32 ( 3 ): 217 – 230 .
25 Martz HF , Waller RA . Bayesian Reliability Analysis . Wiley : New York , 1982 .
26 Leemis LM . Reliability: Probabilistic Models and Statistical Methods . Prentice‐Hall : Englewood Cliffs , 1995 .
27 Barlow RE , Proschan R . Mathematical Theory of Reliability . SIAM /Wiley : New York , 1996 .
28 Meeker WQ , Escobar LA . Statistical Methods for Reliability Data . Wiley : New York , 1998 .
29 Lawless JF . Statistical Models and Methods for Lifetime Data ( 2nd edn ). Wiley : New York , 2003 .
30 Rausand M , Hoyland A , Yland AH . System Reliability Theory: Models, Statistical Methods, and Applications ( 2dn edn ). Wiley : 2004 .
31 Monroe EM , Pan R , Anderson‐Cook CM , Montgomery DC , Borror CM . Sensitivity analysis of optimal designs for accelerated life testing . Journal of Quality Technology 2010 ; 42 ( 2 ): 121 – 135 .
32 Ozol‐Godfrey A , Anderson‐Cook CM , Robinson TJ . Fraction of design space plots for generalized linear models . Journal of Statistical Planning and Inference 2007 ; 138 : 203 – 219 .
33 Zhang Y , Meeker W . Bayesian methods for planning accelerated life tests . Technometrics 2006 ; 48 : 49 – 60 .
34 Chaloner K , Verdinelli I . Bayesian experimental design: A review . Statistical Science 1995 ; 10 : 273 – 304 .
35 Monroe EM , Pan R . Knowledge‐based reliability assessments for time‐varying climates . Quality and Reliability Engineering International 2009 ; 25 : 111 – 124 .
36 Shirley CG . THB reliability models and life prediction for intermittently‐powered non‐Hermetic components . International Reliability Physics Symposium, San Jose, CA., 1994; 32: 72 – 78 .
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