The dynamic characteristics of multi-variable system under parameter perturbations are analysed by System Sensitivity Theory in this paper.
本文运用系统敏灵度理论分析了多变量系统在参数摄动条件下的动态特性。
This complex behavior in a plant supports an idea, known as risk sensitivity theory, that scientists have long had trouble testing in insects and animals.
植物的这种复杂行为,为所谓的风险敏感性理论提供了支撑。科学家一直难以在昆虫和动物身上检验这种理论。
Therefore, a slack bus consideration of the current superposition arithmetic is superior to a slack bus consideration of the algorithm based on the sensitivity theory.
因此,考虑平衡节点的电流叠加法较考虑平衡节点的灵敏度算法更优越。
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