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Latest revision as of 10:39, 25 April 2013

3D Bode plot and (dominant poles) of the transfer function $H (s)$ of the New England test system. Image origin and more information can be found in ^[1]. The poles of $H (s)$ (eigenvalues of $(A, E)$ ) are marked as black dots in the $ℜ (s) - ℑ (s)$ -plane. The thick blue dots mark the dominant poles.

References

↑ ^1.0 ^1.1 P. Kürschner, "Two-sided eigenvalue methods for modal approximation”, Master’s thesis, Chemnitz University of Technology, Department of Mathematics, Germany, 2010.

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Modal truncation

[Kue10-1] 1.0 ^1.1 P. Kürschner, "Two-sided eigenvalue methods for modal approximation”, Master’s thesis, Chemnitz University of Technology, Department of Mathematics, Germany, 2010.

[1]

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-D Bode plot of the transfer function of the [[Power_system_examples|New England]] test system. Image origin and more information can be found in <ref name="Kue10"></ref>.
+D Bode plot and (dominant poles) of the transfer function <math>H(s)</math> of the [[Power_system_examples|New England]] test system. Image origin and more information can be found in <ref name="Kue10"></ref>.
+The poles of <math>H(s)</math> (eigenvalues of
+<math>(A,E)</math>) are marked as black dots in the <math>\real(s)-\Im(s)</math>-plane. The thick blue dots mark the dominant poles.
 ==References==
 <references>