科技报告详细信息
Optimization of Second Fault Detection Thresholds to Maximize Mission Probability of Success
Anzalone, Evan J
关键词: FAULT DETECTION;    FAILURE ANALYSIS;    PROBABILITY THEORY;    SPACE LAUNCH SYSTEM (SLS);    GENETIC ALGORITHMS;    SAFETY;    CHANGE DETECTION;    RISK ASSESSMENT;    INERTIAL NAVIGATION;    TRAJECTORIES;   
RP-ID  :  AAS 18-134,M18-6496
学科分类:航空航天科学
美国|英语
来源: NASA Technical Reports Server
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【 摘 要 】

In order to support manned spaceflight safety requirements, the Space Launch System (SLS) has defined program-level requirements for key systems to ensure successful operation under single fault conditions. The SLS program has also levied requirements relating to the capability of the Inertial Navigation System to detect a second fault. This detection functionality is required in order to feed abort analysis and ensure crew safety. Increases in navigation state error due to sensor faults in a purely inertial system can drive the vehicle outside of its operational as-designed environmental and performance envelope. As this performance outside of first fault detections is defined and controlled at the vehicle level, it allows for the use of system level margins to increase probability of mission success on the operational edges of the design. A top-down approach is utilized to assess vehicle sensitivity to second sensor faults. A wide range of failure scenarios in terms of both fault magnitude and time is used for assessment. The approach also utilizes a schedule to change fault detection thresholds autonomously. These individual values are optimized along a nominal trajectory in order to maximize probability of mission success in terms of system-level insertion requirements while minimizing the probability of false positives. This paper will describe an approach integrating Genetic Algorithms and Monte Carlo analysis to tune the threshold parameters to maximize vehicle resilience to second fault events over an ascent mission profile. The analysis approach and performance assessment and verification will be presented to demonstrate the applicability of this approach to second fault detection optimization to maximize mission probability of success through taking advantage of existing margin.

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