Nyquist stability theorem

[′nī‚kwist stə′bil·əd·ē ‚thir·əm] (control systems) The theorem that the net number of counterclockwise rotations about the origin of the complex plane carried out by the value of an analytic function of a complex variable, as its argument is varied around the Nyquist contour, is equal to the number of poles of the variable in the right half-plane minus the number of zeros in the right half-plane. Also known as Nyquist stability criterion.

单词	nyquist stability theorem
释义	Nyquist stability theorem Nyquist stability theorem [′nī‚kwist stə′bil·əd·ē ‚thir·əm] (control systems) The theorem that the net number of counterclockwise rotations about the origin of the complex plane carried out by the value of an analytic function of a complex variable, as its argument is varied around the Nyquist contour, is equal to the number of poles of the variable in the right half-plane minus the number of zeros in the right half-plane. Also known as Nyquist stability criterion.
随便看	sapem sapep saperavi saperda sapere sap erp saperstein, abe sapes sapesi sap exudate sapf sap fagot sapfc sapff sapfm sapfu sapful sapg sapga sap green sap gum saph sapha sap hana saphar