It is shown that addition of non-white noise excitation has a stabilizing effect on the parametric instability of harmonically excited rotating shafts.
The effects of the parametric uncertainties on the output predictor and a quadratic cost function are explicitly analyzed.
We find that while differentiated preferences and endowments indeed imply dispersed welfare effects of the parametric reform, these results are similar in an economy with a DB system and in an economy in transition to a DC system.
Two parameters are varied in each plot to study the effects of the parametric variation on systemic hemodynamics.
Analogous to the regression analysis for the behavioral data, the effects of the parametric predictors representing decade sum, unit sum, distractor type, and carry-over were estimated in a parametric analysis on the brain signal.
The effect sizes of the parametric tests were calculated by r = t/(t+ df).
To consider the effect of plant parametric uncertainties, robust control theory is used to ensure the stability of the DFL compensated system.
