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Each plot corresponds to progressively larger time lag, λ, beginning at twenty-one (21) time steps in the upper left plot. The lag increases by one time step as the plots progress from left to right. The lag also increases as the plots descend from top to bottom, as shown by the “λ=nn” designation in the upper left corner of each plot, where “nn” denotes the particular value of lag. Successive plots demonstrate the “unfolding” of the phase-space representation. See text for further discussion. 29 Fig.

See text for discussion. 38 Fig. 17. Traditional nonlinear measures vs time . Results are for the Polytechnic University of Valencia imbalance test. (Top) correlation dimension (D); (middle) Kolmogorov entropy (K); (bottom) location of the first minimum (in time steps) in the mutual information function (M1). See text for discussion. 39 Fig. 18. Unrenormalized PSDM vs dataset number. Results are for the Polytechnic University of Valencia imbalance test: (top) χ2, (second down) χc2, (third down) L, (bottom) Lc.

See text for discussion. 32 Fig. 11. PSDM for the broken-rotor seeded-fault. Dataset #1 is for the nominal (no fault) state. Dataset #2 is for the 50% cut in one rotor bar. Dataset #3 is for the 100% cut in one rotor bar. Dataset #4 is for two cut rotor bars. Dataset #5 is for four cut rotor bars. The exponential rise in the severity of the seeded faults is shown as an almost linear rise (solid line) in the logarithm of all four dissimilarity measures (*) for the chosen set of phase-space parameters.

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Ann Rpt - Forewarn of Failure - Critical Equip at Next-Gen Nuclear Powerplants


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