Path: Common/Control
% Apply eigenvector and eigenvalue assignment.
Type ESAssign for a demo.
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Form:
f = ESAssign( g, lambda, vD, fC )
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Inputs
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g (:) State space system of type statespace
lambda (n) Desired eigenvalues
vD (:,n) Desired eigenvectors
fC (3,p) Control constraint equation
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Outputs
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f Gain matrix
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Reference: Andry, A. N., Jr., Shapiro, E.Y. and J.C. Chung, "Eigenstructure
Assignment for Linear Systems," IEEE Transactions on Aerospace
and Electronic Systems, Vol. AES-19, No. 5. September 1983.
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AC: Aircraft/L1011 Common: Classes/@statespace/and.m Common: Classes/@statespace/close.m Common: Classes/@statespace/connect.m Common: Classes/@statespace/eig.m Common: Classes/@statespace/get.m Common: Classes/@statespace/getabcd.m Common: Classes/@statespace/getsub.m Common: Classes/@statespace/isempty.m Common: Classes/@statespace/mtimes.m Common: Classes/@statespace/plus.m Common: Classes/@statespace/series.m Common: Classes/@statespace/set.m Common: Classes/@statespace/statespace.m Common: CommonData/SwooshWatermark Common: Control/Append Common: Control/C2DZOH Common: Control/EigEval Common: Control/Parallel Common: Control/PrintEigenvalues Common: Control/S2Damp Common: Control/SVPlot Common: Control/Series Common: Control/SizeABCD Common: Control/Step Common: Control/TrnsZero Common: Control/WPZ Common: Control/WReson Common: General/CellToMat Common: General/MatToCell Common: General/PrintTitle Common: General/Watermark Common: Graphics/LogLimit Common: Graphics/NewFig Common: Graphics/Plot2D Common: Graphics/PltStyle Common: Graphics/TimeLabl Math: Linear/ColCompR Math: Linear/ComplexToReal Math: Linear/IsZero Math: Linear/RowCompU Math: MathUtils/Odd
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