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Nonlinear Systems and Control Lecture # 9 Lyapunov Stability

Example: Pendulum equation with friction x˙1 = x2 x˙2 = − asinx1 − bx2 V (x) = a(1− cosx1)+ 1 2 x2 2 V˙ (x) = ax˙1 sinx1 +x2x˙2 = − bx2 2 The origin is stable V˙ (x) is not negative definite because V˙ (x) = 0 for x2 = 0 irrespective of the value of x1 – p. 13/15

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  Pendulum, Friction

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