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| Section | Objectives |
|---|---|
| Failure Analysis and Corrective Action | - Failure mode and effects analysis (FMEA) - Root cause analysis and corrective actions |
| Reliability Management | - Reliability program planning and management - Risk management and decision analysis |
| Reliability Engineering Principles | - Reliability modeling and prediction - System reliability evaluation |
| Design and Development | - Design for reliability - Tolerance analysis and robustness design |
| Probability and Statistics | - Probability distributions and statistical inference - Regression and data analysis methods |
| Maintainability and Availability | - Maintainability engineering concepts - Availability modeling and analysis |
| Life Data Analysis and Testing | - Accelerated life testing - Weibull analysis and life data modeling |
1. 고장률이 일정한 시스템에서 고장률과 MTBF 사이의 관계는 고장률이 다음과 같습니다.
A) 양의 상관 계수를 갖는 MTBF의 선형 함수.
B) 음의 상관 계수를 갖는 MTBF의 선형 함수.
C) MTBF의 역.
D) MTBF에 정비례합니다.
2. 영하의 아침에 자동차가 출발할 확률이 0.6이고 그러한 자동차가 두 대 있다면. 영하의 아침에 적어도 한 대의 자동차가 출발할 확률은 얼마입니까?
응답:
A) 0.81
B) 0.60
C) 0.92
D) 0.84
3. FMECA는 다음과 같습니다.
응답:
A) 우주 정부 프로젝트에 유용한 기술.
B) 설계 성능 지침이 충족되었는지 확인하는 기술입니다.
C) 전문 엔지니어링 조직입니다.
D) 설계 중 실패 가능성을 검토하기 위한 공식 기술입니다.
4. 한 사람이 차를 수리점으로 가져가면 이전에 하던 일을 멈춥니다. 이것은 다음의 예입니다:
응답:
A) 치명적인 실패.
B) 드리프트 실패.
C) 간헐적 오류입니다.
D) 열화 실패.
5. 고유한 신뢰성은 다음을 통해 증가할 수 있습니다.
응답:
A) 좋은 유지 관리 기술.
B) 디자인 변경.
C) 검사 기술.
D) 제조 분야에서 교육.
Solutions:
| Question # 1 Answer: C | Question # 2 Answer: D | Question # 3 Answer: D | Question # 4 Answer: C | Question # 5 Answer: B |
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