Let a nonlinear system be represented by xị = x, sin(x2) + x2f X2 = X1 e¬*2 + f² y = 2x1x2 + x? Assume that the values for the system nominal trajectories and input are known and given by xin, X2n and fn. Determine the linearized state space equation of this nonlinear system.
Let a nonlinear system be represented by xị = x, sin(x2) + x2f X2 = X1 e¬*2 + f² y = 2x1x2 + x? Assume that the values for the system nominal trajectories and input are known and given by xin, X2n and fn. Determine the linearized state space equation of this nonlinear system.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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
Transcribed Image Text:Let a nonlinear system be represented by
X1 = x1 sin(x,) + x2f
X2 = x, e¬*2 + f²
y = 2x1x2 + x3
Assume that the values for the system nominal trajectories and input are known and given
by Xin, X2n and fn.
+Determine the linearized state space equation of this nonlinear system.
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