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| Section | Objectives |
|---|---|
| Life Data Analysis and Testing | - Accelerated life testing - Weibull analysis and life data modeling |
| Design and Development | - Tolerance analysis and robustness design - Design for reliability |
| Maintainability and Availability | - Maintainability engineering concepts - Availability modeling and analysis |
| Reliability Engineering Principles | - System reliability evaluation - Reliability modeling and prediction |
| Probability and Statistics | - Probability distributions and statistical inference - Regression and data analysis methods |
| Reliability Management | - Risk management and decision analysis - Reliability program planning and management |
| Failure Analysis and Corrective Action | - Root cause analysis and corrective actions - Failure mode and effects analysis (FMEA) |
Question 1
A fractional design is said to be saturated when the design only allow the estimation of which of the following?
Response:
A. Main effects, unconfounded, and two-way interactions, confounded.
B. Main effects, confounded, with all interactions.
C. Main effects, unconfounded.
D. Main effects and two-way interaction, confounded.
Question 2
What is meant by "derating"?
I. The technique of using a part, component, or equipment under stress conditions considerably below rated values, to achieve a "reliability margin" in design.
II. The technique of using a part, component, or equipment under normal conditions to achieve a reliable product design.
III. The technique of using a part, component, or equipment below stress conditions to achieve a reliable product design.
Response:
A. I, II and III
B. I only
C. III only
D. I and III only
Question 3
What is this system's reliability at 700 hours?
Component failure data is : - Failure rate of A = 0.0007 failures/hr - Reliability of B = 0.92 - MTTF of C =
1400 hours - Reliability of D = 0.85.
Response:
A. 0.986
B. 0.952
C. 0.998
D. 0.994
Question 4
Experimental design plans usually call for testing a number of factors and keeping all other conditions as nearly constant as possible.
Taguchi Methods call for similar techniques, but with a twist. Noise conditions are changes a bit to determine robustness. Where are the noise factors placed?
Response:
A. Inner array.
B. Quadratic array.
C. Outer array.
D. Control array.
Question 5
Which answer correctly describes the experimental design on the left?
Response:
A. Youden Square.
B. Randomezed Complete Block
C. Greaeco-Latin Square.
D. Latin Square.
Solutions:
| Question 1 Answer: B | Question 2 Answer: B | Question 3 Answer: C | Question 4 Answer: C | Question 5 Answer: C |
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Certified Reliability Engineer (CRE)
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